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If you are not located in the United States, you -will have to check the laws of the country where you are located before -using this eBook. - -Title: Lasers - -Author: Hal Hellman - -Release Date: June 4, 2021 [eBook #65512] - -Language: English - -Produced by: Stephen Hutcheson and the Online Distributed Proofreading - Team at https://www.pgdp.net - -*** START OF THE PROJECT GUTENBERG EBOOK LASERS *** - - - - - - Lasers - - - by Hal Hellman - - - U.S. ATOMIC ENERGY COMMISSION - Division of Technical Information - _Understanding the Atom Series_ - - ATOMIC ENERGY COMMISSION - UNITED STATES OF AMERICA - - -The Understanding the Atom Series - -Nuclear energy is playing a vital role in the life of every man, woman, -and child in the United States today. In the years ahead it will affect -increasingly all the peoples of the earth. It is essential that all -Americans gain an understanding of this vital force if they are to -discharge thoughtfully their responsibilities as citizens and if they -are to realize fully the myriad benefits that nuclear energy offers -them. - -The United States Atomic Energy Commission provides this booklet to help -you achieve such understanding. - - {Edward J. Brunenkant} - Edward J. Brunenkant, Director - Division of Technical Information - - UNITED STATES ATOMIC ENERGY COMMISSION - Dr. Glenn T. Seaborg, Chairman - James T. Ramey - Wilfrid E. Johnson - Dr. Clarence E. Larson - - [Illustration: LASERS] - - by Hal Hellman - - - - - CONTENTS - - - INTRODUCTION 1 - THE ELECTROMAGNETIC SPECTRUM 5 - RADIO WAVES 9 - LIGHT AND THE ATOM 14 - WHAT’S SO SPECIAL ABOUT COHERENT LIGHT? 19 - CONTROLLED EMISSION 25 - A LASER IS BORN 29 - LASING—A NEW WORD 32 - SOME INTERESTING APPLICATIONS 34 - A MULTITUDE OF LASERS 42 - COMMUNICATIONS 48 - A LASER IN YOUR FUTURE? 52 - SUGGESTED REFERENCES 53 - - - United States Atomic Energy Commission - Division of Technical Information - - Library of Congress Catalog Card Number: 68-60742 - 1968; 1969(rev.) - - [Illustration: _Nothing about lasers is more astonishing than their - ability to produce holograms, under arrangements such as shown - above. Two laser beams (of different colors) emerge from the curtain - (rear). They are optically combined (left center) and the combined - beam is then divided by prisms, mirrors and lenses so that part of - it shines on the figurines (foreground) and part on the square - holographic plate (right center). When the plate is developed (like - an ordinary photographic film), it will seem to have only a dull - gray surface until it is viewed with spatially coherent light (such - as from a laser or a beam through a pinhole) shining through it. - Then an amazing, multi-colored, three-dimensional image of the - figurines will be visible. (See page 19 and Figure 13.)_] - - [Illustration: LASERS] - - By HAL HELLMAN - - - - - INTRODUCTION - - -The transistor burst upon the electronic scene in the 1950s. Almost -overnight the size of new models of radios, television sets, and a host -of other electronic devices shrank like deflating balloons. Suddenly the -hard-of-hearing could carry their sound amplifiers in their ears. -Teenagers could listen to favorite music wherever they went. Everywhere -we turned the transistor was making its mark. There was even a proposal -before Congress to require that every home have a transistor radio in -case of emergency. - -The next development to fire the imagination of scientists and engineers -was the laser—an instrument that produces an enormously intense -pencil-thin beam of light. Most of us have heard so much about this -invention it seems hard to believe that the first one was built only a -few years ago. We were told that the laser was going to have an even -greater effect on our lives than the transistor. It was going to replace -everything from dentists’ drills to electric wires. The whole world, it -seemed, eventually would be nothing but a gigantic collection of lasers -that would do everything anyone wanted. Roads would be blazed through -jungles at one sweep; our country would be safe once and for all from -intercontinental ballistic missiles; cancer would be licked; computers -would be small enough to carry in a purse; and so on and on. - -Yet for the first couple of years the laser seemed able to do nothing -but blaze holes in razor blades for TV commercials. Somehow the device -never seemed to emerge from the laboratory, prompting one cynic to call -it “an invention in search of an application”. - -Many of the wild claims came from misunderstandings on the part of the -press, others from exaggerations by a few manufacturers who wanted free -publicity. But with even less exotic devices than lasers, the road from -the laboratory to the marketplace may often be long and hard. Price, -efficiency, reliability, convenience—these are all factors that must be -considered. It soon became clear that with something as new as the -laser, much improvement was necessary before it could be used in science -and medicine, and even more before it could be used in industry. - -It now seems, however, that the turning point has been reached. We have -seen laser equipment put on the market for performing delicate surgery -on the eye, spot-welding tiny electronic circuits (Figure 1), and -controlling machine tools with amazing accuracy (Figure 2). - - [Illustration: Figure 1 _A commercial laser microwelder. A - microscope is needed for accurate placement of beam energy._] - -The pace is quickening. At least a dozen manufacturers have announced -that they are designing laser technology into their products. These are -not laboratory experiments but practical products for measurement and -testing, and for industrial, military, medical, and space uses. The -Army, for example, has announced that it will purchase its first -equipment for use in the field: a portable, highly accurate range finder -for artillery observation. - -Still, this hardly accounts for the $100,000,000 spent in one recent -year on laser research and development by some 500 laboratories in the -United States. The U. S. Government alone has spent about $25,000,000 on -laser research in a single year. Dozens, and perhaps hundreds, of other -applications are on the fire—simmering or boiling as the case may be. -Some require particular technical innovations such as greater power or -higher efficiency. Others are entirely new applications. One of the most -exciting of these is holography (pronounced ho LOG ra phy). - -Holography involves a completely different approach to photography. In -addition to more immediate applications in microscopy, information -storage and retrieval, and interferometry, it promises such bonuses as -3-dimensional color movies and TV someday. - -You have to see the holographic process in operation to believe it. One -moment you are looking at what appears to be an underexposed or lightly -smudged photographic plate. Then suddenly a true-to-life image of the -original object springs into being behind the negative—apparently -suspended in midair! Not only is the full effect of “roundness” and -depth there, but you can also see anything lying behind the object’s -image by moving your head, exactly as if the original scene containing -the object were really there. - -Still another important field of application is that of communications. -Perhaps because it is less spectacular than burning holes in razor -blades, we haven’t heard as much about it. Yet there are probably more -physicists and engineers working on adapting the laser for use in -communications than on any other single laser project. - -The reason for this is the fact that existing communications facilities -are becoming overloaded. Space on transoceanic telephone lines is -already at a premium, with waiting periods sometimes running into hours. -Radio “ham” operators have been threatened with loss of some of their -best operating frequencies to meet the demand of emerging nations of -Africa for new channels. Television programs must compete for space on -cross-country networks with telephone, telegraph, and transmission of -data. The increasing use of computers in science, business, and industry -will strain our facilities still further. Communication satellites will -help, but they will not give us the whole answer; and much development -work remains to be done on satellites. - - [Illustration: Figure 2 _Precision control of a machine tool by - laser light._] - -Why the interest in the laser for communications? In a recent experiment -all seven of the New York TV channels were transmitted over a single -laser beam. In terms of telephone conversations, one laser system could -theoretically carry 800,000,000 conversations—four for each person in -the United States. - -In this booklet we shall learn what there is about the laser that gives -it so much promise. We shall investigate what it is, how it works, and -the different kinds of lasers there are. We begin by discussing some of -the more familiar kinds of radiation, such as radio and microwaves, -light and X rays. - - - - - THE ELECTROMAGNETIC SPECTRUM - - -Some 85% of what man learns comes to him through his vision in response -to the medium of light. Yet, ironically, it wasn’t until the end of the -17th century that he first began to get an inkling of what light really -is. It took the great scientific genius Isaac Newton to show that -so-called white light is really a combination of all the colors of the -rainbow. A few years later the Dutch astronomer Christiaan Huygens -introduced the idea that light is a wave motion, a concept finally -validated in 1803 when the British physician Thomas Young ingeniously -demonstrated interference effects in waves. Thus it was finally realized -that the only difference between the various colors of light was one of -wavelength. - -For light was indeed found to be a wave phenomenon, no different in -principle from the water waves you have seen a thousand times. If you -stand at the seashore, you can easily count the number of waves that -approach the shore in a minute. Divide that number by 60 and you have -the frequency of the wave motion in the familiar unit, cycles-per-second -(cps).[1] - -You would have to count pretty quickly to do this for light, however. -Light waves vibrate or oscillate at the rate of some 400 million million -times a second. That’s the vibration rate of waves of red light; violet -results from vibrations that are just about twice that fast. - -With frequencies of this magnitude, discussion and handling of data and -dimensions are cumbersome and rather awkward. Fortunately there is -another approach. Let’s look again at our ocean waves. We see that there -is a regularity about them (before they begin to break on the shore). -The distance from one crest to the next is significant and is called the -_wavelength_. Water waves are measured in feet, and in comparable units -light waves are recorded in ten-millionths of an inch—again a very -cumbersome number. Scientists therefore use the metric system[2] and -have standardized a unit called the angstrom[3], which is equal to the -one-hundred-millionth part of a centimeter (10⁻⁸ cm). Thus we find, as -shown in Figure 3, that the visible light range runs from the violet at -about 4000 angstroms to red at about 7000 angstroms. - - [Illustration: Figure 3 _The visible light spectrum ranges between - approximately 4000 and 7000 angstroms._] - - Wavelength - (Angstroms) - - Violet 4000-4300 - Blue 4300-5000 - Green 5000-5600 - Yellow 5600-5800 - Orange 5800-6100 - Red 6100-7000 - -At roughly the same time that the wavelength of light was being -determined, the German-British astronomer William Herschel performed an -interesting experiment. He held a thermometer in turn in the various -colors of light that had been spread out by an optical prism. As he -moved the thermometer from the violet to the red, the temperature -reading rose—and it continued to rise as he moved the instrument -_beyond_ the red area, where no prismatic light could be seen. - -Thus Herschel discovered infrared rays (the kind of heat we get from the -sun) adjoining the visible red light, and at the same time found that -they were merely a continuation of the visible spectrum. Shortly -thereafter, ultraviolet rays were found on the other end of the visible -light band. - -One of the most fascinating movements in science has been the constant -expansion since then of both ends of the radiating-wave spectrum. The -result has come to be called the _electromagnetic spectrum_, which, as -we see in Figure 4, encompasses a wide variety of apparently different -kinds of radiation. Above the visible band (the higher frequencies), we -find ultraviolet light, X rays, gamma rays, and some cosmic rays; below -it are infrared radiation, microwaves, and radio waves. Only a small -proportion of the total spectrum is occupied by the visible band. -Another point of interest is the inverse relationship between wavelength -and frequency. As one goes up the other goes down.[4] - - [Illustration: Figure 4 _Visible light region spans a tiny portion - of the total electromagnetic spectrum._] - - Frequency (cps) Wavelength - Angstroms - - Cosmic rays - 10²² 0.0001 - 0.001 - 10²⁰ Gamma rays 0.01 - 0.1 - 10¹⁸ X rays 1 - 10 - 10¹⁶ Ultraviolet radiation 100 - 1,000 - Visible light - 10¹⁴ 10,000 - Infrared radiation 100,000 - - Angstroms - - 0.01 - 10¹² Millimeter waves 0.1 - 10¹⁰ Microwaves, radar 1 - 10 - 10⁸ TV and FM radio 100 - Short wave 1,000 - 10⁶ AM radio 10,000 - Low frequency communications 100,000 - 10,000 = 10⁴ 1,000,000 - -These many kinds of rays and waves vary tremendously in the ways they -interact with matter. But they are all part of a single family. The only -difference among them, as with the colors of the rainbow, lies in their -wavelengths. In a few cases, as we shall see later, the mode of -generation is also different. - -The band of radiation stretching from the infrared to cosmic rays has -been, up to now, largely the concern of physical scientists. Because of -their high frequencies, these radiations are generally handled, when -calculations or measurements must be made, in terms of wavelength. Radio -and microwaves[5], on the other hand, have been more in the domain of -communications engineers and are more likely to be discussed in terms of -frequency. Thus it is that your radio is marked off in kilocycles, or -thousands of cycles per second, while light is described as radiation in -the 4000 to 7000 angstrom band. - -The relative newness of the various radiations has kept scientists busy -learning about them and, as information and experience have accumulated, -putting them to work. - - - - - RADIO WAVES - - -One of the first of the newly discovered electromagnetic radiations to -be put to work was the radio wave, which is characterized by long -wavelength and low frequency.[6] The low frequency makes it relatively -easy to produce a wave having virtually all its power concentrated at -one frequency. - -The advantage of this capability becomes obvious after a moment’s -thought. Think for example of a group of people lost in a forest. If -they hear sounds of a search party off in the distance, all likely will -begin to shout in various ways for help. Not a very efficient process, -is it? But suppose all the energy going into the production of this -noise could be concentrated in a single shout or whistle. Clearly, their -chances of being found would be much improved. - - [Illustration: Figure 5 _(a) Temporally coherent radiation. (b) - Temporally incoherent radiation._] - -The single frequency capability of radio waves has been given the name -_temporal coherence_ (or coherence in time) and is illustrated in Figure -5. Part _a_ shows a single sine wave, the common way of representing -electromagnetic radiation, and particularly _temporally coherent -radiation_. In _b_ we see what _temporally incoherent radiation_ (such -as the mixed sounds of the stranded party) would look like. - -It was on Christmas Eve 1906 that music and speech came out of a radio -receiver for the first time. Today the sight of someone walking, riding, -or studying with an earpiece plugged into a transistor radio is common. -But the early radio enthusiasts _had_ to wear earphones because it takes -considerable power to activate a loudspeaker and the received signal was -quite weak. Some means of increasing, or amplifying, the signal was -needed if the process was to advance beyond this primitive stage.[7] - -The use of vacuum tube or electron tube amplifiers is so widespread that -it is unnecessary to explain their operations here in any detail. It is -important that the principle of amplification be understood, however. -The input or information wave causes the grid to act as a sort of faucet -as shown in Figure 6. That is, it controls the flow of electrons (the -current in the circuit) from cathode to anode. A weak signal can -therefore cause a similar, but much stronger, signal to appear in the -circuit. The larger signal is subsequently used to power a loudspeaker -in the radio set. - - [Illustration: Figure 6 _Amplification by a three-element vacuum - tube._] - - Power source - Cathode - Grid - Input wave - Anode - Output wave - -The amplification principle can be applied in another equally important -way. Once a signal gets started in the circuit, part of it can be _fed -back into the input_ of the circuit. Thus the signal is made to go -“round and round”, continuously regenerating itself. The device has -become an _oscillator_, that is, a frequency generator that produces a -steady and temporally coherent wave. The frequency of the wave can be -rigidly controlled by suitable circuitry. - -The oscillator plays a vital part in radio transmission, for a -transmitter beams energy continuously, not just when sound is being -carried. The oscillator generates what is called a “carrier wave”. -Information, such as speech or music, is carried in the form of audio -(detectable-by-ear) frequencies, which ride “piggyback” on the carrier -wave. In other words, the carrier wave is _modulated_, or varied, in -such a way that it can carry meaningful information. The familiar -expressions AM and FM, for example, stand for Amplitude Modulation and -Frequency Modulation—two different ways of impressing information on the -carrier wave. Figure 7 shows a basic and an amplitude- (or height-) -modulated wave. - - [Illustration: Figure 7 _(a) Unmodulated radio wave._ _(b) - Amplitude-modulated wave carries information._] - -The electron tube made its giant contribution to radio, television, and -other electronic devices by making it possible to generate, detect, and -amplify radio waves. - -Because radio waves are easily controlled, something useful can be done -with them. Suppose we set up five radio transmitters, all beaming at the -same frequency. The waves might look like those shown in Figure 8. -Although the waves are temporally (or time) coherent, they are out of -step, and not _spatially coherent_. But since good control is possible -in radio circuits, we can force each antenna to radiate in _phase_ (that -is, in step) with the others, thus producing fully coherent radiation -(Figure 8). - - [Illustration: Figure 8 _(a) Spatially incoherent radiation._ _(b) - Spatially coherent radiation._] - -Such a process can increase the radiation _power_ to an almost unlimited -degree. But it does nothing to solve the problem of the limited total -carrying capacity of the radio spectrum. - -The most obvious and best way out of this difficulty is to raise the -operating frequencies into the higher frequency bands. There are two -reasons for this. First, it is clear that the wider the frequency band -(the number of frequencies available) with which we work, the greater -the number of communication channels that can be created. - -But second, and more important, the higher the frequency of the wave, -the greater is its information-carrying capacity. In almost the same way -that a large truck can carry a bigger load than a small one, the greater -number of cycles per second in a high frequency wave permits it to carry -more information than a low frequency wave. - -However, high frequencies must be generated in different ways than low -frequency waves are; they require special equipment to handle them. -Radio waves are transmitted by causing masses of free electrons to -oscillate or swing back and forth in the transmitting antenna. (Any time -electrons are made to change their speed or direction they radiate -electromagnetic energy.) - -Each kind of oscillator has some limit to the frequencies at which it -can operate. The three-element electron tube has been successfully -developed to oscillate at frequencies up to, but not including, the -vibration rate of the microwave region. Here ordinary tubes have trouble -for the unexpected reason that free electrons are just too slow in their -reactions to oscillate as rapidly as required in microwave transmission. - -To overcome this obstacle, two new types of electron tubes were -developed: the klystron in 1938 and the traveling-wave tube some 10 -years later. These lifted operation well up into the microwave region; -it was the klystron that made wartime radar possible. Today many -communication links depend heavily upon microwave frequencies. - -At this point in our story we have a situation where low temporally -coherent radio waves and microwaves can be generated, but nothing of -higher frequency. Communications engineers have gazed wistfully, but -almost hopelessly, at light waves, whose frequencies are millions of -times higher than radio waves. Thus, just by way of example, some 15 -million separate TV channels could operate in the frequency range -between red and orange in the visible band. - -What, then, is the problem? - -Why is light so much more difficult to handle? - - - - - LIGHT AND THE ATOM - - -Since light waves have such high frequencies, a different mode of -generation comes into play. We can no longer count on the controlled -movement of free electrons _outside_ atoms and molecules. Rather, light -and all the radiations in the higher frequencies are generated by the -movement of electrons _inside_ atoms and molecules. - -Let us review momentarily the modern, albeit highly simplified, -conception of an atom. Remember that no one has yet seen one. We -describe the atom on the basis of how it acts, as well as how it reacts -to things scientists do to it. - -For the present purpose, the best model we have of the atom is that of a -miniature solar system, with a nucleus or heavy part at the center and a -cloud of electrons dashing around the nucleus in fixed orbits. - -The term “fixed orbits” is used advisedly. - -Our planet moves in a certain orbit around the sun. If we attached a -large enough rocket to the earth we theoretically _could_ move it closer -to or farther away from the sun. In the atom, we have learned, this -cannot be done. An electron can only exist in one of a certain number of -fixed orbits; different kinds of atoms have different numbers of orbits. - -We might think in terms of an elevator that can only stop at the various -floors of an apartment building. Each upper floor is like an orbit of -the electron. But you get nothing for nothing in the world of physics, -and just as it takes energy to raise an elevator to a higher floor, it -takes energy to move an electron to an outer orbit. - -Hence the atom is said to be raised to higher _energy_ levels when an -electron is nudged to an outer orbit. The energy input can be of many -different kinds. Examples are heat, pressure, electrical current, -chemical energy, and various forms of electromagnetic radiation. If too -much energy is put into the elevator it goes flying out the roof. If too -much energy is put into the atom, one or more of its electrons will go -flying out of the atom. This is called _ionization_, and the atom, now -minus one of its negative electrons and therefore positively charged, is -called a positive _ion_. - -But if the _right_ amount of energy is put into the atom, one of its -electrons will merely be raised to a higher energy level. Shown in -Figure 9, for instance, are the ground state (Circle No. 1) and two -possible higher energy levels. As you can see there are three possible -transitions. - - [Illustration: Figure 9 _Schematic representation of the electron - orbits and energy levels of an atom. Each circle represents a - separate possible orbit and each arrow a possible energy level - difference._] - -The higher energy levels are abnormal, or excited, states, however, and -the electron will shortly fall back to its normal (ground state) orbit -(assuming some other electron has not fallen into it first). In order -for the electron to do this (go back to its normal orbit), it must give -off the energy it has acquired. This it does in the form of -electromagnetic radiation. - -The energy difference between the two levels will determine what kind of -radiation is emitted, for there is a direct correlation between energy -and frequency.[8] If the energy difference between the two levels is -such that the frequency of emitted radiation is roughly between 10¹⁴ and -10¹⁵ cycles per second, we see the radiation as light. When more energy -is added, the radiation emerges as ultraviolet or X rays. In other words -the higher the energy difference, the higher the frequency, and vice -versa. Thus it is that cosmic rays, with the highest frequencies known -to man, can pass right through us as if we weren’t there. - -This simple picture of energy levels and associated frequencies doesn’t -quite hold for ordinary white light, however. Such light is generally -produced by a process called incandescence, which results from the -heating of a material until it glows. True, the atoms of the -incandescent material are being raised to higher energy levels by -chemical energy (as in fire), electricity (light bulb), or nuclear -energy (the sun). In a hot solid, however, the explanation becomes more -complicated. Many different electronic configurations are possible and -the differences in energy among the various levels (which can be many -more than the three shown in Figure 9) vary only slightly from one -another. The result is a wide band of radiation. - -Thus, while the incandescent electric bulb is a great advance over fire, -it is still a very inefficient source of light. Because it depends upon -incandescence, a considerable portion of the electrical input goes into -the production of unwanted heat, for the bulb’s filament radiates in the -infrared as well as the visible region. - -For providing illumination, the fluorescent tube is far more efficient -than the incandescent lamp: a 40-watt fluorescent tube gives as much -light as a 150-watt incandescent light. This is because its radiation is -more controlled, operating more in accord with our description of -electronic energy levels. Hence more of its output is in the desired -visual region of the spectrum. - -In certain types of lighting, particular energy level changes may -predominate, leading to the characteristic colors of neon tubes and -vapor lamps. Although the resulting radiation bandwidth is narrow enough -in these devices to appear as a definite color instead of the broad -spectrum we know as white, it is still quite broad. In other words, the -radiation is still frequency incoherent—and it is still spatially -incoherent. - -To understand this, let us return for a moment to the group of radio -antennas we showed in Figure 8. All of them, you will recall, could be -made to radiate in phase. In the production of light, however, each -antenna is replaced by a single atom! - -This creates two problems. First, because the energy stored in the atom -is quite small, it comes out not as a continuous wave but as a tiny -packet of radiation—a _photon_.[9] It has an effect more like the hack -of an ax than the buzz of a power saw. - -Second, atoms are notoriously “individualistic”. When a batch of atoms -in a material has been raised to higher energy levels there is no way to -know in what order, or in what direction, they will release their -energy. - -This kind of process is called _spontaneous emission_, since each atom -“makes up its own mind”. All we know is that within a certain period of -time—a short period, to be sure—a certain percentage of these higher -energy atoms will release their photons. - - [Illustration: Figure 10 _Ordinary light is a jumble of frequencies, - directions, and phases._] - -What we have, then, is incoherent radiation—a jumble of frequencies (or -colors), directions, and phases. Such light, symbolized in Figure 10, -works well enough in lighting up this page, but is almost worthless as a -carrier of information (and in other ways, as we shall see shortly). -About the best that can be done with it is to turn it on and off in a -sort of visual Morse code, which is exactly what is done on the blinker -communication systems sometimes used for ship-to-ship communication. - -In other words, ordinary light cannot be modulated as radio waves can. - -It is of interest to note, however, that ordinary white light _can_ be -made coherent, to some extent, but at a very high cost in the intensity -of the light. For example, we might first pass the light through a -series of filters, each of which would subtract some portion of the -spectrum, until only the desired wavelength came through. As can be seen -in Figure 11, only a small fraction of the original light would be left. - - [Illustration: Figure 11 _Obtaining coherent radiation the hard way. - Filters and pinhole block all but a small amount of the original - radiation._] - - Incoherent - Filters - Coherent in time - Pinhole - Coherent in time and space - -We would then have monochromatic (one color) light, which is temporally -coherent radiation, but it would still be spatially incoherent. In our -diagram, we show three monochromatic waves. If we then passed this light -through a tiny pinhole as shown, most of these few remaining waves would -be blocked; the ones that got through would be pretty much in step. (In -a similar manner, a true point source of light would produce spatially -coherent radiation; but, as in the process described here, there -wouldn’t be very much of it.) - -We have, finally, obtained coherent light. - -The important thing about the laser is that, by its very nature, it -produces coherent light automatically. - -Now.... - - - - - WHAT’S SO SPECIAL ABOUT COHERENT LIGHT? - - -So desirable are the qualities of coherent light that the complicated -filtering process described above has actually been used. For example, -one British experimenter, Dennis Gabor, used it in the 1940s in an -attempt to make a better microscope. But so great was the effort, and so -meager the resulting light, that this project was abandoned. - -In the course of Dr. Gabor’s experiments, however, he did manage to make -a special kind of picture, using coherent light, which he called a -_hologram_. He derived the name from two Greek words meaning a _whole -picture_. We shall see why in a moment. - -Ordinary black and white photographs merely record darks and lights, or -the intensity of the illumination, thereby providing a scale of grays, -nothing more. But because waves of coherent light consistently maintain -their relative spacing, they can be used to record additional -information, namely the distance from objects. - -For example, if we shine a beam of coherent (laser) light between two -objects we can, knowing the light wavelength, determine the distance -between them to a high degree of accuracy. The basic idea is diagramed -in Figure 12. It can be seen that the number of waves times the -wavelength gives the precise distance (to within 1 wavelength of light) -from the laser source to each object. But this would be a difficult -process to implement. - -A better way, and one that is already in operation, is to use -conventional methods to measure the approximate distance and use the -laser beam for precise or fine measurement. In the device shown in -Figure 2, the beam is split into two parts. One part is kept in the -instrument itself to act as a reference. The other is aimed at a -reflector, which sends it back to a detector in the main device, where -it is automatically compared with the reference beam. If the two beams -are in phase (that is, if their crests are superimposed), the waves -combine and produce a high intensity beam at the detector. As the -reflector moves closer to or farther away from the laser source the beam -intensity decreases and then increases again as the wave crests move in -and out of phase. The instrument counts the changes and displays the -distance the reflector moves, as a function of the wavelengths, on the -control cabinet meters. - - [Illustration: Figure 12 _Principle of distance measurement using - coherent light. Wavelength times number of waves gives precise - distance between laser and object._] - - Distance to be measured - Laser - Object No. 2 - 1 Wavelength - Object No. 1 - -Since the Word For the Interaction of the Waves in a System Like This -Is “Interference”, the Measurement Process Is Called _interferometry_ -(Pronounced in Ter Fer Om E Try). Although Not New, It Can Now -Be Applied For the First Time in Machine Tool Applications, -Providing the Accuracy Needed in This Age of Space Technology and -Microminiaturization. Measurements With a Laser Interferometer Can -Be Made With an Accuracy of 0.5 Part Per Million at Distances Up to -200 Inches. Such Precision Was Previously Unheard of in a Machine -Shop Environment, Having Been Limited to Laboratory Measurements, and -Only at A Range of a Few Inches. Under Similar Laboratory Conditions, -Measurements by Laser Interferometry Now Detect Movements of 10⁻¹¹ -Centimeter, a Distance Approaching the Dimensions of an Atomic Nucleus. - -Now let us suppose we expand the laser beam as shown on page 22, and, -with the aid of a mirror, direct part of it (the reference beam) at a -photographic plate. The remaining portion of the diverging beam is used -to illuminate the object to be photographed. Some of this light (the -object beam) is reflected toward the plate and carries with it -information about the object, as indicated by the wavy line. In the -region where these two beams intersect, interference occurs, and a -sample of this interference is recorded within the photographic -emulsion. Where two crests meet a dark spot is recorded; where the waves -are out of phase the processed plate is clear. The result is a hologram, -a complex pattern of “fringes”, characteristic of the contour and light -and dark areas of the object, as well as its distance from the plate. -These fringes have the ability to diffract light rays. When light from a -laser, or a point source of white light, is directed at the hologram -from the same direction as the reference beam, part of the light is -“bent” so that it appears to come from the place once occupied by the -object. The result is a remarkably realistic 3-dimensional image. - -There, in a nutshell, is the incredible new technique of holography. The -extreme order of laser light is illustrated by the regularity of the -dots on the cover of this booklet. - -This strange kind of light provides us with yet other advantages. -Indeed, one of the most important is the fact that the energy of the -laser is not being sprayed out in all directions. All of it is -concentrated in the narrow beam that emerges from the device. And it -_stays_ narrow. Laser light has already been shone on the moon, the beam -spreading out to only a few miles in traveling there from earth. The -best optical searchlight beam would spread wider than the moon itself, -thus dissipating its energy. - -It is for this reason, as well as its temporal coherence, that laser -light is being considered for communications. A narrow beam is -particularly important for space communications because of the long -distances involved. - -But it is also possible to focus laser light as no light has ever been -focused before. At close range a laser beam can be focused down to a -circle just a few wavelengths across, concentrating its energy and -making it possible to drill holes only 0.0002 inch in diameter. The -photo on page 52 shows the exquisite control that can be exercised. - -Let us see what this focusability means in terms of power. Consider, by -way of analogy, a dainty 100-pound lady in a pair of spike-heeled shoes. -As she takes a step, her weight will be concentrated on one of those -heels. If the area of the heel is, say, one quarter of a square inch (½ -× ½ inch), the pressure exerted on the poor tile or carpet rises to 400 -pounds per square inch (4 × 100) and if the heel is only ¼ inch on a -side, the pressure will be 1600 pounds per square inch! - - [Illustration: Making and Viewing a Hologram] - - MAKING A HOLOGRAM - Object - Object beam - Holographic plate - Mirror - Reference beam - Laser - VIEWING A HOLOGRAM - Hologram - Image - Eye - Coherent light source - -What we are getting at, of course, is the fact that the coherence of the -laser beam permits it to be concentrated into a tiny area. Thus whatever -total energy is being sent out by the laser can be concentrated to the -point where its effective energy is tremendous. The sun emits some 6500 -watts per square centimeter. Laser beams have already reached 500 -_million_ watts per square centimeter. - -But the power of the laser does not derive solely from its ability to be -focused. Even an unfocused beam is several times more powerful than the -sun’s output (per square centimeter). - - [Illustration: Figure 13 _The typical hologram, looks like a - geometric design, but it contains more information than would an - ordinary photograph. The images below, made from a hologram, show - the detail, apparent solidity, and parallax effect of the - reconstructed light waves. The parallax effect is the ability to see - around the objects just as one could if they were really there. (See - frontispiece.)_] - - [Illustration: Model tank] - - [Illustration: Tank, from another angle] - -The crucial difference between the sun’s light or any ordinary kind of -light and laser light lies in the extent to which the emission of energy -can be controlled. In the production of ordinary light the atoms, as we -know, emit spontaneously, or in an uncontrolled fashion. But if the -atoms could be forced to take in the proper amount of energy, store it, -and release it when we wanted them to, we would have _stimulated_, -rather than spontaneous, emission. - -This, however, is practically the same as the amplification principle we -discussed earlier. In that case, a small radio signal is jacked up into -a large one by stimulating an available power source to release its -energy at the same wavelength and in step with the smaller signal. - -The question is, how can we do this with light? - - - - - CONTROLLED EMISSION - - -The laser and its parent, the maser, can be traced back half a century -to its theoretical beginnings. The great physicist Albert Einstein is -most widely known for his work in relativity. But he did early and -important work on that other gigantic 20th century scientific -achievement, the quantum theory.[10] In one of his papers, published -first in Zurich, Switzerland, in 1916, Einstein showed that controlled -emission of light energy could be obtained from an atom under certain -conditions. When an atom or molecule has somehow had its energy level -raised, the release of this stored energy could be stimulated by -subjecting the atom or molecule to a small “shot” of electromagnetic -radiation of the proper frequency. - -Einstein wrote that when such a photon of energy caused an electron to -drop from a higher to a lower orbit, the electron would emit another -photon of the same frequency and in the same direction as the one that -hit it.[11] In other words, the energy of the emitted photon would be -added to that of the photon that stimulated the emission in the first -place. Here, _potentially_, was light amplification. The three major -factors, absorption of energy, spontaneous emission, and stimulated -emission are diagrammed in Figure 14. - -There the matter lay for more than 30 years. - -In 1951 Charles H. Townes, then on the Columbia University faculty, was -interested in ways of extending to still higher frequencies the range of -microwaves available for use in communications and in other scientific -applications. Townes and other scientists who were interested in the -problem were to meet in Washington, D. C., on the 26th of April. The -night before the meeting he slept in a small Washington hotel; but he -awoke at 5:30—pondering, pondering the high frequency problem. - -He dressed and took a walk, then sat on a park bench and savored the -beauty of azaleas in bloom. But all the while his mind was running over -the various aspects of the problem. - - [Illustration: Figure 14 _An atom can release absorbed energy - spontaneously or it can be stimulated to do so._] - - Before After - - Excited state —–— —•— - Absorption ~~→ - Relaxed state —•— —–— - Excited state —•— —–— - Spontaneous emission - Relaxed state —–— —•— ~~→ - Excited state —•— —–— - Stimulated emission ~~→ - Relaxed state —–— —•— ~~→ - ~~→ - -Suddenly the answer came to him. - -Normally more of the molecules in any substance are in low-energy states -than in high ones. He would change the natural balance and create a -situation with an abnormally large number of high-energy molecules. Then -he would stimulate them to emit their energy by nudging them with -microwaves. Here was amplification. - -He could even take some of the emitted radiation and feed it back into -the device to stimulate additional molecules, thereby creating an -oscillator. This _feedback_ arrangement, he knew, could be carried out -in a cavity, which would resonate (just like an organ pipe) at the -proper frequency. The resonator would be a box whose dimensions were -comparable with the wavelength of the radiation, that is, a few -centimeters on a side. - -On the back of an envelope he figured out some of the basic -requirements. Three years, and many experiments, later the maser -(_m_icrowave _a_mplification by _s_timulated _e_mission of _r_adiation) -was a reality. The original maser was a small metal box into which -excited ammonia molecules were added. When microwaves were beamed into -the excited ammonia the box emitted a pure, strong beam of high -frequency microwaves, far more temporally coherent than any that had -ever been achieved before. The output of an ammonia maser is stable to -one part in 100 billion, making it an extremely accurate atomic -“clock”.[12] Moreover, the amplifying properties of masers have been -found to be very useful for magnifying faint radio signals from space, -and for satellite communications. - -Ammonia gas was chosen for the first maser because molecules of ammonia -have two individual energy states that are separated by a gap -corresponding in frequency to 23,870 megacycles (23,870 million cycles) -per second. Ammonia molecules also react to a nonuniform electric field -in ways that depend on their energy level: low-level molecules can be -attracted and high-level ones repelled by the same field. Thus it is -possible to separate the low-energy molecules from the high, and to get -the excited molecules into the cavity without too much trouble. - -This procedure for getting the majority of atoms or molecules in a -container into a higher energy state, is called _population inversion_ -and is basic to the operation of both masers and lasers. - -It should be noted that two Russians, N. G. Basov and A. M. Prokhorov, -were working along similar lines independently of Townes. In 1952 they -presented a paper at an All-Union (U.S.S.R.) Conference, in which they -discussed the possibility of constructing a “molecular generator”, that -is, a maser. Their proposal, first published in 1954, was in many -respects similar to Townes’s. In 1955, Basov and Prokhorov discussed, in -a short note, a new way to obtain the active atomic systems for a maser, -a method that turned out to be of great importance. - -Thus on October 29, 1964, the Nobel Prize in Physics was awarded, not -only to Townes, but to Basov and Prokhorov as well. The award was for -fundamental work in the field of quantum electronics, which has led to -the construction of oscillators and amplifiers based on the “aser” -principle. - - - - - A LASER IS BORN - - -Following the maser development, there was much speculation about the -possibility of extending the principle to the optical region. Indeed the -first lasers—_l_ight _a_mplification by _s_timulated _e_mission of -_r_adiation—were called “optical masers”. - -The difficulty, of course, was that optical wavelengths are so -tiny—about ¹/₁₀,₀₀₀ that of microwaves. The maser principle depended -upon a physical resonator, a box a few centimeters (or even millimeters) -in length. But at millimeter wavelengths, such resonators are already so -small that they are hard to make accurately. Making a box ¹/₁,₀₀₀ that -size was out of the question. Another approach was necessary. - -In 1958 A. L. Schawlow of Bell Telephone Laboratories and Dr. Townes -outlined the theory and proposed a structure for an optical maser. They -suggested that resonance could be obtained by making the waves travel -back and forth along a relatively long, thin column of amplifying -substance that had parallel reflectors at the ends. - -After their theory of the optical maser had been published, the race to -build the first actual device began in earnest. The winner, in 1960, was -Dr. T. H. Maiman, then with Hughes Aircraft Company. (He is now -president of Maiman Associates.) The active substance he used was a -single crystal of ruby, with the ends ground flat and silvered. - -Ruby is an aluminum oxide in which a small fraction of the aluminum -atoms in the molecular structure, or lattice, have been replaced with -chromium atoms. These atoms absorb green and blue light and hence impart -a red color to the ruby. The chromium atoms can be boosted from their -ground state into excited states when they absorb the green or blue -light. This process, by which population inversion is achieved, has been -given the name pumping.[13] - -Pumping in a crystal laser is generally achieved by placing the ruby rod -within a spiral flash lamp (Figure 15) that operates like those used in -high-speed (stroboscopic) photography. When the lamp is flashed, a -bright beam of red light emerges from the ruby, shining out through one -end, which has been only partially silvered. - - [Illustration: Figure 15 _A ruby laser system._] - - Ruby - Flash lamp - Partially silvered end - Laser output - Power - Cooling - -The duration of this flash of red light is quite brief, lasting only -some 300 millionths of a second, but it is very intense. In the early -lasers, such a flash reached a peak power of some 10,000 watts. - -When Maiman’s device was successfully built and operating, a public -relations expert was called in to help introduce this revolutionary -device to the world. He took one look at the laser and decided that it -was too small and insignificant looking and would not photograph well. -Looking around the lab, he spotted a larger laser and decided that that -one was better. - -Dr. Maiman informed him in his best scientific manner that laser action -had not been achieved with that one. But the world of promotion won out, -and Dr. Maiman allowed the larger device to be photographed on the -assumption—or was it hope?—that he would be able to get it to operate in -the future. (He did.) - -The device shown in Figure 16 is the true first laser. The all-important -crystal rod is seen at the center. These crystals, incidentally, must be -quite free of extraneous material; hence they are artificially “grown”, -as shown in Figure 17. The single large crystal is formed as it is -pulled slowly from the “melt”, after which it is ground to size and -polished. - - [Illustration: Figure 16 _Dr. Maiman’s first laser. Output was - 10,000 watts._] - - [Illustration: Figure 17 _An exotic crystal of the garnet family is - “grown” from a melt at a temperature of 3400°F._] - - - - - LASING—A NEW WORD - - -Now we can begin to put together the various processes and equipment we -have been discussing separately. Perhaps the best way to do this is to -look again at the word _laser_ and recall its meaning: _l_ight -_a_mplification by _s_timulated _e_mission of _r_adiation. Our objective -is to create a powerful, narrow, coherent beam of light. Let us see how -to do this. - -In Figure 18 we imagine a laser crystal containing many atoms in the -ground state (white dots) and a few in the excited state (black dots). -Pumping light (wavy arrows in _a_) raises most of the atoms to the -excited state, creating the required population inversion. - - [Illustration: Figure 18 _Sequence of operations in a solid crystal - laser. (a) Pumping light raises many atoms to excited state. (b) - Lasing begins when a photon is spontaneously emitted along the axis - of the crystal. This stimulates other atoms in its path to emit. (c) - The resulting wave is reflected back and forth many times between - the ends of the crystal and builds in intensity until finally it - flashes out of the partially silvered end._] - - (a) - Ruby crystal - Pumping light - Atom in ground state - Excited atom - Partial reflecting mirror - Full reflecting mirror - (b) - Excited atom emits photon parallel to axis - (c) - -_Lasing_ begins when an excited atom spontaneously emits a photon -parallel to the axis of the crystal (_b_). (Photons emitted in other -directions merely pass out of the crystal.) The photon stimulates -another atom in its path to contribute a second photon, in step, and in -the same direction. - -This process continues as the photons are reflected back and forth -between the ends of the crystal. (We might think of lone soldiers -falling into step with a column of marching men.) The beam builds up -until, when amplification is great enough (_c_), it flashes out through -the partially silvered mirror at the right—a narrow, parallel, -concentrated, coherent beam of light, ready for.... - - - - - SOME INTERESTING APPLICATIONS - - -Application of lasers can be divided into two broad categories: (1) -commercial, industrial, military, and medical uses, and (2) scientific -research. In the first case, lasers are used to do something that has -been done in another way up to now (but not as well). Sometimes a laser -solves a particular problem. For example, one of the first applications -was in eye surgery, for “welding” a detached retina. The laser is -particularly useful here because laser light can penetrate transparent -objects such as the eye’s lens (Figure 19), eliminating the need to make -a cut into the eye. - - [Illustration: Figure 19 _Diagram of human eye showing laser beam - focused on retina._] - - Cornea - Lens - Optic Nerve - Beam angle - Fovea centralis - Iris - Image - Retina - -Surgeons have long wanted a better technique for treating extremely -small areas of tissue. A laser beam, focused into a small spot, performs -perfectly as a lilliputian surgical knife. An additional advantage is -that the beam, being of such high intensity, can also sterilize or -cauterize tissue as it cuts. - -The narrowness of the laser beam has made it ideal for applications -requiring accurate alignment. Perhaps the ultimate here is the -2-mile-long linear accelerator built by Stanford University for the -United States Atomic Energy Commission. “Arrow-straight” would not have -been nearly good enough to assure expected performance. A laser beam was -the only technique that could accomplish the incredible task of keeping -the ⅞ inch bore of the accelerator straight along its 2-mile length. A -remote monitoring system, based on the same laser beam, tells operators -when a section of the accelerator has shifted out of line (due for -example to small earth movements) by more than about ¹/₃₂ inch—and -identifies the section.[14] - -Figure 20 shows the 2-mile-long “klystron gallery” that generates the -power for kicking the high-energy particles down the tube. The gallery -parallels the accelerator housing and lies 25 feet beneath it (Figure -21). The large tube houses the optical alignment system and supports the -smaller accelerator tube above. Target patterns dropped into the large -tube at selected points produce an interference pattern at the far end -of the tube similar to the one in Figure 13. Precise alignment of the -tube is achieved by aiming the laser at the center dot of the pattern. -Then the section that is out of line is physically moved until the dot -appears in the proper place at the other end of the tube. It is the -extreme coherence of the laser beam that makes this technique possible. - -Having heard that laser light has bored through steel and is being used -in microwelding, some have asked whether the laser will ever be used to -weld bridge members and other structural girders. This is missing the -whole point of the laser: It would be like washing your floor with a -toothbrush (even one with extra stiff bristles)! There would be no -advantage to using lasers for large-scale welding; present equipment for -this operation is quite satisfactory and far less wasteful of input -power. The sensible approach is to use lasers where existing processes -leave something to be desired. - -Until the advent of the laser, for example, there was no good way to -weld wires 0.001 inch in diameter. Nor was there a good way to bore the -tiny hole in a diamond that is used as a die for drawing such fine wire. -It used to take 2 days to drill a single diamond. With laser light the -operation takes 2 minutes—and there is no problem with rapid wear of a -cutting tool. - -So much for the first category of application. In the second category, -namely use of the laser as a scientific tool, we enter a more -theoretical domain. Here we use coherent light as an extension of -ourselves, to probe into and to look at the world around us. - - [Illustration: Figure 20 _A laser beam was used (and continues to be - used) for precise alignment of Stanford University’s 2-mile-long - linear accelerator. This view shows the aboveground portion during - construction._] - -Much experimental science is a matter of cooling, heating, grinding, -squeezing, or otherwise abusing matter to see how it will react. With -each new tool—ultrafast centrifuges, high- and low-pressure and -extreme-temperature chambers, intense magnetic fields, atomic -accelerators and so on—more has been learned about this still-puzzling -world. - -Since coherent light is something new, we can do things to matter that -have not been done before, and see how it reacts. The laser is being -used to investigate many problem areas in biology, chemistry, and -physics. For example, sound waves of extremely high frequency can be -generated in matter by subjecting it to laser light. These intense -vibrations may have profound effects on materials. - - [Illustration: Figure 21 _Subterranean view of Stanford accelerator - housing. Alignment optics (laser systems) are housed in the large - tube, which also acts as support for the smaller accelerator tube - above it._] - - [Illustration: Figure 22 _Laser beam spot as observed at the end of - the accelerator._] - -In the chemical field the sharp beam and monochromatic energy of the -laser hold great promise in the exploration of molecular structure and -the nature of chemical reactions. Chemical reactions usually are set off -by heat, agitation, electricity, or other broadly applied means. None of -these energizers allow the fine control that the laser beam does. Its -extremely fine beam can be focused to a tiny spot, thus allowing -chemical activity to be pinpointed. But there is a second advantage: The -monochromaticity of coherent light also makes it possible to control the -energy (in addition to the intensity) of the beam accurately by simply -varying the wavelength. Thus it may be possible, for instance, to cause -a reaction in one group of molecules and not in another. - -One application in chemistry that holds great promise is the use of -laser energy for causing specific chemical reactions such as those -involved in the making of plastics. Bell Telephone Laboratory scientists -have changed the styrene monomer (a “raw” plastic material) to its final -state, polystyrene, in this way. The success of these and similar -experiments elsewhere opens for exploration a vast area of molecular -phenomena. - -In another scientific application, the laser is being used more and more -as a teaching tool. Coherence is a concept that formerly had to be -demonstrated by diagrams, formulas, and inference from experiments. The -laser makes it possible to see coherence “in action”, along with many of -the physical effects that result from it. Such phenomena as diffraction, -interference, the so-called Airy disc patterns, and spatial harmonics, -always difficult to demonstrate to students in the abstract, can now be -seen quite concretely. - -Other interesting things can also be seen more plainly now. At the Los -Alamos Scientific Laboratory, laser light is being used to “look” at -plasmas; the result of one such look is shown in Figure 23. Plasmas are -ionized gaseous mixtures. Their study lies at the heart of a constant -search by atomic scientists for a self-sustained, controlled fusion -reaction that can be used to provide useful thermonuclear power. This -kind of reaction provides the almost unlimited energy in the sun and -other stars. It is more efficient and releases less radioactivity than -the other principal nuclear process, fission, which is used in -atomic-electric power plants.[15] - - [Illustration: Figure 23 _Shadowgraph of deuterium discharge taken - in laser light. Turbulence of the plasma is clearly seen._] - -Westinghouse Electric Corporation scientists, on the other hand, have -used the concentrated energy of the laser, not to look at, but to -_produce_ a plasma (Figure 24). They blasted an aluminum target the size -of a pinhead with a laser beam, thereby vaporizing it and creating a -plasma. The calculated temperature in the electrically charged gas was -3,000,000° centigrade. This is pretty hot, but still not hot enough for -a thermonuclear reaction. - - [Illustration: Figure 24 _Plasma heating by laser light._] - - Diamagnetic loop - Laser beam - Vacuum chamber - Magnetic field - Magnetic coils - Electrostatic probe - Plasma - Lens - Mirror - To vacuum pump - Camera - -The temperature of a plasma necessary to sustain a thermonuclear -reaction is so high (above 10,000,000°C) that any material is vaporized -instantly on coming into contact with it. The only means developed so -far to contain the plasma is an intense magnetic field, or “magnetic -bottle”; containment has been accomplished for only a few thousandths of -a second at most. The objective of the Westinghouse research, which was -supported by the Atomic Energy Commission, was to study in detail the -interaction of the plasma with a magnetic field. - -We do not have room to describe more applications in detail, but it may -be interesting to list a few other uses of lasers—some commercial and -some still experimental: - - -—Earthquake prediction. - -—Measurement of “tides” in the earth’s crust under the sea. - -—Laser gyroscopes. - -—Highly accurate velocity measurement (useful in certain assembly line - and continuous manufacturing processes). - -—Scanner for analyzing photographs of bubble chamber tracks and - astronomical phenomena. - -—Computer output and storage systems; perhaps even complete optical data - processing systems. - -—Lightning-fast printing devices. - -—High-speed photography (Figure 25). - -—Missile tracking and accurate alignment of antennas. - -—Automatic flaw spotter for big radio antennas. - -—Aircraft landing aid for poor weather conditions. - -—Fast, painless dental drill. - -—Cancer research. - - - [Illustration: Figure 25 _Twenty-two caliber bullet and its shock - wave are photographed from the image produced by a doubly exposed - laser hologram. The original hologram was exposed twice by a ruby - laser within half a thousandth of a second as the bullet sped past - at 2½ times the speed of sound._] - - - - - A MULTITUDE OF LASERS - - -It is almost self-evident that no single device, even one as incredible -as the laser, could accomplish all the feats mentioned in the preceding -paragraphs. After all, some of these applications require high power but -not extremely high monochromaticity, while in others the reverse may be -true. Yet, by its very nature, any laser produces a beam with one, or at -the most a few, wavelengths, and many different materials would be -needed to provide the many different wavelengths required for all the -tasks listed. - -Also, the first laser was a pulsed device. Light energy was pumped in -and a bullet of energy emerged from it. Then the whole process had to be -repeated. Pulsed operation is fine for spot-welding and for applications -such as radar-type rangefinding, where pulses of energy are normally -used anyway. With lasers smaller objects can be detected than when using -the usual microwaves. But a pulsed process is not useful for -communications. In other words, pulsing is good for certain applications -but not for others. - -And of course solid crystals are difficult to manufacture. Hence, it was -natural for laser pioneers to look hopefully at gases. Gas lasers would -be easier to make—simply fill a glass tube with the proper gas and seal -it. - -But other advantages would accrue. For one thing the relatively sparse -population of emitting atoms in a gas provides an almost ideally -homogeneous medium. That is, the emitting atoms (corresponding to -chromium in the ruby crystal) are not “contaminated” by the lattice or -host atoms. Since only active atoms need be used, the frequency -coherence of a gas laser would probably be even better than that of the -crystal laser, they reasoned. - -It was less than a year after the development of the ruby laser that Ali -Javan of Bell Telephone Laboratories proposed a gas laser employing a -mixture of helium and neon gases. This was an ingeniously contrived -partnership whereby one gas did the energizing and the other did the -amplifying. Gas lasers now utilize many different gases for different -wavelength outputs and powers and provide the “purest” light of all. An -additional advantage is that the optical pumping light could be -dispensed with. An input of radio waves of the proper frequency did the -job very nicely. - -But most significant of all, Javan’s gas laser provided the first -continuous output. This is commonly referred to as CW (continuous wave) -operation. The distinction between pulsed and CW operation is like the -difference between baking one loaf of bread at a time and putting the -ingredients in one end of a baking machine and having a continuous loaf -emerge at the other. - -When a non-expert thinks of a laser, he is apt to think of -power—blinding flashes of energy—as illustrated in Figure 26. As we -know, this is only a small part of the capability of the laser. -Nevertheless, since lasers are often specified in terms of power output -it may be well to discuss this aspect. - -The two units generally used are _joules_ and _watts_. You are familiar -with a watt and have an idea of its magnitude: think, for example, of a -15-watt or a 150-watt bulb. A watt is a unit of _power_; it is the rate -at which (electrical) work is being done. - - [Illustration: Figure 26 _High power is demonstrated as a laser beam - blasts through metal chain._] - -The joule is a unit of _energy_ and can be thought of as the total -capacity to do work. One joule is equivalent to 1 watt-second, or 1 watt -applied for 1 second. But it can also mean a 10-watt burst of laser -light lasting 0.1 second, or a billion watts lasting a billionth of a -second. - -In general, the crystal (ruby) lasers are the most powerful, although -other recently introduced materials, such as liquids (see Figure 27) and -specially prepared glass, are providing competition. With proper -auxiliary equipment, bursts of several _billion_ watts have been -achieved; but the burst lasts only about 100 millionths of a second. For -certain uses, that’s just what is wanted: a highly concentrated burst of -energy that does its work without giving the material being “shot” a -chance to heat up and spread the energy, perhaps damaging adjacent -areas. - - [Illustration: Figure 27 _Active substance for a modern liquid laser - is made in an uncomplicated 10-minute procedure. Bluish powder of - the rare earth, neodymium, is dissolved in a solution of selenium - oxychloride and sealed in a glass tube._] - -Since the joule gives a measure of the total energy in a laser burst it -is not applicable to CW output. Power in this area began low—in the -milliwatt (one thousandth of a watt) region—but has been creeping up -steadily. A recent gas laser utilizing carbon dioxide has already -reached 550 watts of continuous infrared radiation. This is the giant -44-footer shown in Figure 28. An advantage of gas (and liquid) lasers is -that they can be made just about as large as one wishes. By way of -comparison, the smallest gas laser in use is shown in Figure 29. - - [Illustration: Figure 28 _A giant 44-foot gas laser produces 550 - watts of continuous power and is expected to reach 1000 watts. - Glowing of the tube comes from gas discharge, not from laser light, - which is in the infrared region and cannot be seen._] - -One of the least satisfactory aspects of the laser has been its -notoriously low efficiency. For a while the best that could be -accomplished was about 1%. That is, a hundred watts of light had to be -put in to get 1 watt of coherent light out. In gas lasers the efficiency -was even lower, ranging from 0.01% to 0.1%. - -In gas lasers this was no great problem since high power was not the -objective. But with the high-power solid lasers, pumping power could be -a major undertaking. A high-power laser pump built by Westinghouse -Research Laboratories handles 70,000 joules. In more familiar terms, the -peak power input while the pump is on is about 100,000,000 watts. For a -brief instant this is roughly equal to all the electrical power needs of -a city of 100,000 people. - -Two relatively new developments have changed the efficiency levels. One, -the carbon dioxide gas laser, is quite efficient, with the figure having -passed 15%. The second is the injection, or semiconductor laser, in -which efficiencies of more than 40% have been obtained. Unless -unforeseen difficulties arise this figure is expected to continue to -rise to a theoretical maximum of close to 100%. - - [Illustration: Figure 29 _A miniature gas laser produces continuous - output in visible red region._] - -The semiconductor laser is to solid and gas lasers what the transistor -was to the vacuum tube; all the functions of the laser have been packed -into a tiny semiconductor crystal. In this case, electrons and “holes” -(vacancies in the crystal structure that act like positive charges) -accomplish the job done by excited atoms in the other types. That is, -when they are stimulated they fall from upper energy states to lower -ones, and emit coherent radiation in the process. Aside from this the -principle of operation is the same. - -The device itself, however, is vastly different. For one thing it is -about the size of this letter “o” (Figure 30). For another, it is -self-contained; since it can convert electric current directly into -laser light—the first time this has been possible—an external pumping -source is not required. This makes it possible to modulate the beam by -simply modulating the current. (A different approach has been to -modulate a magnetic field around the device. This, it turns out, can -also be done with some newer solid crystal lasers.) - -An additional advantage offered by the semiconductor laser is -simplicity. There are no gases or liquids to deal with, no glassware to -break, and no mirrors to align. Although it will not deliver high power, -it can already deliver enough CW power for certain communications -purposes. Its simplicity, efficiency, and light weight make it ideal for -use in space. - - [Illustration: Figure 30 _A tiny injection laser works in infrared - region. The beam is visible because photo was taken with infrared - film. The laser itself is a tiny crystal of gallium arsenide inside - the metal mount being held between the fingers._] - - - - - COMMUNICATIONS - - -Future deep space missions are expected to require extremely high data -transmission rates (on the order of a million bits[16] per second) to -relay the huge quantities of scientific and engineering information -gathered by the spacecraft. Higher data rates are necessary to increase -both the total capacity and the speed of transmission. By comparison, -the Mariner-4 spacecraft that sent back TV pictures of Mars had a data -rate of only eight bits per second—a hundred thousand times too small -for future missions. The use of lasers would mean that results could be -transmitted to earth in seconds instead of the 8 hours it took for the -photos to be sent from Mariner-4. - -One of the problems to be solved in using lasers for deep space -communication, oddly enough, is that of pointing accuracy. Since the -beam of laser energy is narrow, it would be possible for the radiation -to miss the earth altogether and be lost entirely unless the laser were -pointed at the receiver with extreme precision. Aiming a gun at a target -50 yards away is one thing; aiming a laser from an unmanned spacecraft -100 million miles away is quite another. It is believed, however, that -present techniques can cope with the problem. - -Another peculiarity of laser communication is that it will probably be -accomplished faster and more readily in space than here on earth. -Powerful though laser light may be, it is light and is therefore impeded -to some extent by our atmosphere even under good conditions. Data -transmissions of 20 and 30 miles have already been accomplished in good -weather with lasers. - -But if you have ever tried to force a searchlight beam or shine -automobile headlights through heavy fog, rain, or snow, you will -appreciate the magnitude of the problem under these conditions. The use -of infrared frequencies helps to some extent, since infrared is somewhat -more penetrating, but the poor-weather problem is a serious one. - -A possible solution is the use of “light pipes”, similar to the wave -guides already in use for certain microwave applications over short -distances. But as often happens, new developments create new needs; how, -for example, can we get the laser beam to stay centered in the pipe and -follow curves? A series of closely spaced lenses, about 1000 per mile, -probably would accomplish this, but too much light would be lost by -scattering from the many lens surfaces. - -Scientists are experimenting with a new kind of “lens”, one that uses -variations in the density of gases to focus and guide the beam -automatically. Since there are no surfaces in the path of the light -beam, and since the gas is transparent and free of turbulence, the laser -beam is not appreciably weakened or scattered as it travels through the -pipe. - - [Illustration: Figure 31 _Laser light beam being guided through a - “light pipe” by a gas “lens”. Heating coil (lower left) or mixture - of gases (lower right) are two possible ways of maintaining proper - density gradient in the gas._] - -Figure 31 shows how the gas focusing principle might be used to guide a -beam through a curving pipe. The shading represents the density of the -gas. Several means have been developed to keep the gas denser in the -center than around the outside. When the pipe curves, the light beam -starts moving off the axis of the pipe. The gas then acts like a prism, -deflecting the light beam in the direction of the curvature of the -“prism”. - -In communication between distant space and earth, a light pipe might be -a little cumbersome; hence it may prove necessary to set up an -intermediate orbiting relay station that will, particularly in cases of -poor weather, intercept the incoming laser beam and convert it to radio -frequencies that can penetrate our atmosphere with greater reliability. - -Powering space-borne lasers will, of course, be a problem. Indeed one of -the major unsolved problems in production of spacecraft and long-term -satellites is the provision of an adequate supply of power. Fuel cells -and solar cells have helped but do not give the whole answer.[17] - -One other approach has already been developed: a sun-pumped laser. -Sunlight focused onto the side of the laser (see Figure 32) provides the -pumping power, enabling the device to put out 1 watt of continuous -infrared radiation, enough for special space applications. Descendents -of this device could produce visible light if this is deemed desirable. - -Another approach, using _chemical lasers_, is even more intriguing and -may have greater consequences. Chemical lasers will derive their energy -from their internal chemistry rather than from the outside. A mixture of -two chemicals may be all that is needed to initiate laser action aboard -a spacecraft or satellite. (Chemical lasers also offer the promise of -even greater concentrations of power than have been achieved heretofore, -which may make them useful in plasma research.) - -With all these possibilities, it may still be that spacecraft will need -more power than is available on board. The narrow beam of the laser -offers one more fascinating possibility, especially in the case of -satellites relatively near earth. The light of a laser might actually be -used to beam energy to a receiver, either for immediate use or storage. -It would then become possible to “refuel” satellites at will, giving -them much greater capabilities. - -If available laser power is great enough, laser beams might even be used -to push satellites back into their proper orbits when they begin to -wander off course, as they almost invariably do after a while. - - [Illustration: Figure 32 _Artist’s rendering of sun-pumped laser as - it would operate in space. The sun’s rays are collected by a - parabolic reflector and are focused on the laser’s surface by two - cylindrical mirrors._] - - Sun - Parabolic Collector - Hyperbolic-cylindric secondary mirror - Semi-circular-cylindric tertiary mirror - Laser beam - - - - - A LASER IN YOUR FUTURE? - - -Atomic energy, only a scientific dream a few short years ago, is now -providing needed power in many parts of the world. In the same way, the -laser, also an atomic phenomenon, has made its way out of the laboratory -and into the fields of medicine, commerce, and industry. If it hasn’t -touched your life as yet, you need only be patient. It will. - -Indeed the most exciting probability of all is that lasers undoubtedly -will change our lives in ways we cannot even conceive of now. - - [Illustration: Figure 33 _Tiny hole drilled in paper clip - demonstrates remarkable capability of laser beam. Paper clip is 1¼ - inches long. Hole (top) was drilled by the laser microwelder shown - in Figure 1._] - - - - - SUGGESTED REFERENCES - - -Books - - _ABC’s of Masers and Lasers_, Allan H. Lytel, Howard W. Sams and - Company, Inc., Publishers, Indianapolis, Indiana 46206, 1966, - 96 pp., $2.25. - _The Laser: Light That Never Was Before_, Ben Patrusky, Dodd, Mead and - Company, New York 10016, 1966, 128 pp., $3.50. - _Masers and Lasers_, Manfred Brotherton, McGraw-Hill Book Company, New - York 10036, 1964, 224 pp., $8.50. - _Masers and Lasers_, H. Arthur Klein, J. B. Lippincott Company, - Philadelphia, Pennsylvania 19105, 1963, 184 pp., $3.95. - _The Story of the Laser_, John M. Carroll, E. P. Dutton and Company, - Inc., New York 10003, 1964, 181 pp., $3.95. - _Quantum Electronics: The Fundamentals of Transistors and Lasers_, - John R. Pierce, Doubleday and Company, Inc., New York 10017, - 1966, 138 pp., $1.25. - _Lasers and Their Applications_, Kurt R. Stehling, The World - Publishing Company, Cleveland, Ohio 44102, 1966, 192 pp., - $6.00. - _Understanding Lasers and Masers_, Stanley Leinwoll, Hayden Book - Companies, New York 10011, 1964, 96 pp., $1.95. - _Atomic Light: Lasers_, Richard B. Nehrich, Jr., Glenn I. Voran, and - Norman F. Dessel, Sterling Publishing Company, Inc., New York - 10016, 1967, 136 pp., $3.95. - - -Articles—General and Historical - - Advances in Optical Masers, A. L. Schawlow, _Scientific American_, - 209: 34 (July 1963). - The Evolution of the Physicist’s Picture of Matter, P. A. M. Dirac, - _Scientific American_, 208: 45 (May 1963). - Filling in the Blanks in the Laser’s Spectrum, F. M. Johnson, - _Electronics_, 39: 82 (April 18, 1966). - The Amateur Scientist—How a persevering amateur can build a gas laser - in the home, C. L. Stong, _Scientific American_, 211: 227 - (September 1964). - The Amateur Scientist—Homemade Laser, C. L. Stong, _Scientific - American_, 213: 108 (December 1965). - The Amateur Scientist—How to make holograms and experiment with them - or with ready-made holograms, C. L. Stong, _Scientific - American_, 216: 122 (February 1967). - The Maser, James P. Gordon, _Scientific American_, 199: 42 (December - 1958). - The Quantum Theory: Early Years to 1923, Karl Darrow, _Scientific - American_, 186: 47 (March 1952). - Laser’s Bright Magic, T. Meloy, _National Geographic Magazine_, 130: - 858 (December 1966). - Infrared and Optical Masers (original paper), A. L. Schawlow and C. H. - Townes, _Physical Review_, 112: 1940 (December 15, 1958). - Laser Market Enters Era of Practicality, W. Mathews, _Electronic - News_, 11: 1 (April 18, 1966). - Lasers, A. K. Levine, _American Scientist_, 51: 14 (March 1963). - Lasers, A. L. Schawlow, _Science_, 149: 13 (July 2, 1965). - Lasers and Coherent Light, A. L. Schawlow, _Physics Today_, 17: 28 - (January 1964). - The Laser’s Dazzling Future, L. Lessing, _Fortune_, 67: 138 (June - 1963). - Optical Masers, A. L. Schawlow, _Scientific American_, 204: 52 (June - 1961). - Optical Pumping, A. L. Bloom, _Scientific American_, 202: 72 (October - 1960). - Research on Maser-Laser Principle Wins Nobel Prize in Physics, J. P. - Gordon, _Science_, 146: 897 (November 13, 1964). - Resource Letter MOP-1 on Masers (Microwave through Optical) and on - Optical Pumping, H. W. Moos, _American Journal of Physics_, - 32: 589 (August 1964), extensive bibliography. Available from - American Institute of Physics, 335 East 45th Street, New York - 10017. Enclose stamped return envelope. - Advances in Holography, K. S. Pennington, _Scientific American_, 218: - 40 (February 1968). - Applications of Laser Light, D. R. Herriott, _Scientific American_, - 219: 140 (September 1968). - Holography for the Sophomore Laboratory, R. H. Webb, _American Journal - of Physics_, 36: 62 (January 1968). - Laser Light, A. L. Schawlow, _Scientific American_, 219: 120 - (September 1968). - The Modulation of Laser Light, D. F. Nelson, _Scientific American_, - 218: 17 (June 1968). - - -Articles—Special Subjects - - Biological Effects of High Peak Power Radiation, S. Fine et al., _Life - Sciences_, 3: 209 (1964). - The Interaction of Light with Light, J. A. Giordmaine, _Scientific - American_, 210: 38 (April 1964). - Chemical Lasers, George C. Pimental, _Scientific American_, 214: 32 - (April 1966). - Color Laser Stores Data, J. Eberhart, _Science News_, 90: 51 (July 23, - 1966). - Communication by Laser, Stewart E. Miller, _Scientific American_, 214: - 19 (January 1966). - Guidelines for Selecting Laser Materials, R. H. Hoskins, _Electronic - Design_, 13: _M_29 (July 19, 1965). - Holography: The Picture Looks Good, J. Blum, _Electronics_, 39: 139 - (April 18, 1966). - How Dangerous Are Lasers?, L. H. Dulberger, _Electronics_, 35: 27 - (January 26, 1962). - Injection Lasers, R. W. Keyes, _Industrial Research_, 6: 46 (October - 1964). - Laser Potential in Deep-Space Link Grows, B. Miller, _Aviation Week - and Space Technology_, 84: 71 (January 31, 1966). - Laser Retinal Photocoagulator, N. S. Kapany et al., _Applied Optics_, - 4: 517 (May 1965). - Laser Welding in Electronic Circuit Fabrication, J. P. Epperson, - _Electrical Design News_ (EDN), 10: 8 (October 1965). - The Light That Slices Inch into Millionths, (use of interferometry in - industry), _Steel_, 158: 38 (February 28, 1966). - The Optical Heterodyne—Key to Advanced Space Signaling, S. Jacobs, - _Electronics_, 36: 29 (July 12, 1963). - Photography by Laser, E. N. Leith and J. Upatnieks, _Scientific - American_, 212: 24 (June 1965). - Liquid Lasers, Alexander Lempicki and Harold Samelson, _Scientific - American_, 216: 81 (June 1967). - Plasma Experiments with a 570-kJ Theta-Pinch, F. C. Yahoda, et al., - _Journal of Applied Physics_, 35: 2351 (August 1964). - A Sun-Pumped CW One-Watt Laser, C. G. Young, _Applied Optics_, 5: 993 - (June 1966). - 3-D Image Made at Home, _Science News_, 90: 185 (10 September 1966). - Scanning with Lasers, Robert A. Myers, _International Science and - Technology_, 65: 40 (May 1967). - - -Booklets - - _Applications of Lasers to Information Handling_, The Perkin-Elmer - Corporation, Norwalk, Connecticut 06852, 1966, 32 pp., free. - Reprint of five talks given by company personnel. - _Laser Interferometer_, Airborne Instruments Laboratory, Division of - Cutler-Hammer, Inc., Deer Park, Long Island, New York 11729, - 1965, 20 pp., free. Collection of article reprints. - _Laser: The New Light_, Bell Telephone Laboratories, Murray Hill, New - Jersey 07971, 19 pp., free. Full color, nontechnical brochure - presents some background, principles, and applications of the - laser. - - [Illustration: _Argon laser, which emits high-power blue-green beam - continuously, has application in signal processing, communications, - and spectroscopy. This unit is being beamed through prisms that - separate its several discrete wavelengths of light, displayed on - card at left foreground._] - - - - - FOOTNOTES - - -[1]Sometimes referred to as _hertz_ (abbreviated Hz), for the 19th - Century German physicist Heinrich Hertz; 1000 Hz = 1000 cps. - -[2]Devised in France and officially adopted there in 1799, the metric - system uses the meter as the basic unit of length and has been - proposed for all measurements in this country. - -[3]Named for the Swedish physicist Anders J. Angstrom. - -[4]The wavelength, indicated by the Greek letter λ (lambda) is related - to frequency (f) in the proportion λ (in meters) = 300,000,000/f. - (The number 300,000,000 is the velocity of light in meters per - second.) - -[5]Microwaves are radio waves with frequencies above 1000 megacycles per - second. - -[6]Ten to 30,000,000 kilocycles per second; this is low in the - electromagnetic spectrum, but not low in terms of the radio - spectrum, which has a low-frequency classification of its own. - -[7]Primitive as early radios were by today’s standards, they brought a - new era to communication at the time. Unmodulated CW (continuous - wave) transmissions and crystal receivers were used to summon - rescuers in the _Titanic_ disaster of 1912, for example. - -[8]Energy = h (Planck’s constant) × frequency. Planck’s constant is the - energy of 1 quantum of radiation, and equals 6.62556 × 10⁻²⁷ - erg-sec. - -[9]Each photon carries 1 _quantum_ of radiation energy, which is a unit - equal to the product of the radiation frequency and Planck’s - constant (see footnote page 15). - -[10]Einstein was awarded the Nobel Prize in 1921 for his 1905 - explanation of the photoelectric effect (in terms of quanta of - energy) and _not_ for his relativity theory. - -[11]Einstein’s theoretical explanation applies in the case of - stimulation of a single atom. In practical stimulation, - directionality is enhanced by stimulating many atoms in phase. - -[12]An atomic clock is a device that uses the extremely fast vibrations - of molecules or atomic nuclei to measure time. These vibrations - remain constant with time, consequently short intervals can be - measured with much higher precision than by mechanical or electrical - clocks. - -[13]The 1966 Nobel Prize in Physics was awarded to Prof. Alfred Kastler - of the University of Paris for his research on optical pumping and - studies on the energy levels of atoms. - -[14]See _Accelerators_, a companion booklet in this series, for a full - account of the Stanford “Atom Smasher”. - -[15]For descriptions of fission and fusion processes, see _Controlled - Nuclear Fusion_, _Nuclear Reactors_, and _Nuclear Power Plants_, - other booklets in this series. - -[16]A bit is a digit, or unit of information, in the binary - (base-of-two) system used in electronic data transmission systems. - -[17]See _SNAP_, _Nuclear Space Reactors_ and _Power from Radioisotopes_, - other booklets in this series, for descriptions of nuclear sources - of power for space. - - -This booklet is one of the “Understanding the Atom” Series. Comments are -invited on this booklet and others in the series; please send them to -the Division of Technical Information, U. S. Atomic Energy Commission, -Washington, D. C. 20545. - -Published as part of the AEC’s educational assistance program, the -series includes these titles: - - _Accelerators_ - _Animals in Atomic Research_ - _Atomic Fuel_ - _Atomic Power Safety_ - _Atoms at the Science Fair_ - _Atoms in Agriculture_ - _Atoms, Nature, and Man_ - _Books on Atomic Energy for Adults and Children_ - _Careers in Atomic Energy_ - _Computers_ - _Controlled Nuclear Fusion_ - _Cryogenics, The Uncommon Cold_ - _Direct Conversion of Energy_ - _Fallout From Nuclear Tests_ - _Food Preservation by Irradiation_ - _Genetic Effects of Radiation_ - _Index to the UAS Series_ - _Lasers_ - _Microstructure of Matter_ - _Neutron Activation Analysis_ - _Nondestructive Testing_ - _Nuclear Clocks_ - _Nuclear Energy for Desalting_ - _Nuclear Power and Merchant Shipping_ - _Nuclear Power Plants_ - _Nuclear Propulsion for Space_ - _Nuclear Reactors_ - _Nuclear Terms, A Brief Glossary_ - _Our Atomic World_ - _Plowshare_ - _Plutonium_ - _Power from Radioisotopes_ - _Power Reactors in Small Packages_ - _Radioactive Wastes_ - _Radioisotopes and Life Processes_ - _Radioisotopes in Industry_ - _Radioisotopes in Medicine_ - _Rare Earths_ - _Research Reactors_ - _SNAP, Nuclear Space Reactors_ - _Sources of Nuclear Fuel_ - _Space Radiation_ - _Spectroscopy_ - _Synthetic Transuranium Elements_ - _The Atom and the Ocean_ - _The Chemistry of the Noble Gases_ - _The Elusive Neutrino_ - _The First Reactor_ - _The Natural Radiation Environment_ - _Whole Body Counters_ - _Your Body and Radiation_ - -A single copy of any one booklet, or of no more than three different -booklets, may be obtained free by writing to: - - USAEC, P. 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