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« Sunday Function | Main | Greatest Physicists #1 - Isaac Newton »

Greatest Physicists #2 - Albert Einstein

Category: Greatest Physicists
Posted on: December 15, 2008 10:00 AM, by Matt Springer

#2 - Albert Einstein

einstein.png

Einstein. When a person's name and photograph are both literal synonyms for genius, it's a pretty good sign they're among the greatest of the greats. But even if Einstein had not become the popular legend which lives on to this day, he'd still tower above the science of physics.

In one year - his annus mirabilis of 1905 - he wrote four papers, any of which would have cemented his reputation in the canon of the great physicists.

The first was an analysis of Brownian motion. If you drop a pollen grain into a glass of water and look very closely with a microscope, you'll notice that it doesn't slow to a stop. Instead, it constantly drifts and jiggles around as though being constantly impacted by tiny particles too small to see even in a microscope. Individual atoms, you might guess. And indeed that's not too great of a leap for us, but in 1905 it wasn't even certain that atoms existed, much less how they behaved in the statistical aggregate. Poor Boltzmann despaired of getting science to accept his statistical mechanics which wasn't a lot of use without the reality of atoms, and Einstein was his (unfortunately posthumous) vindication. Einstein developed a formal theory of Brownian motion which more or less put the case to rest.

Now look at your pocket calculator. It might have a little strip of solar cells which power the calculator even if its batteries are dead. This effect is not properly described by Maxwell's equations alone and remained one of the important open mysteries of physics until Einstein developed the idea that light energy was quantized into discrete pieces called photons. This was one of the precursors leading directly to the development of the dominant idea in modern physics - quantum mechanics. The photon and related concepts have been extended into the entire vast reach of quantum field theory. It's a little ironic, because Einstein was never really comfortable with quantum mechanics and indeterminism. Interestingly, it was this and not relativity that earned Einstein his Nobel Prize.

There's two of four. Most famous today are the other two papers, concerning special relativity and mass-energy equivalence. E = mc2 is the one equation everyone knows even if they don't know what it means, and Einstein first wrote it as part of his theory. It's hard to overstate the impact of relativity on physics. Prior to Einstein, physics was viewed as taking place on sort of an abstract invisible absolute Cartesian grid. Naively most of us today still think this way. One of the main clues that there might be a problem was in Maxwell's equations. They seemed to work regardless of the frame of reference you chose, and experiments in locating an aether for the light to modulate found nothing. Either there was a problem with Maxwell in some very strange and subtle way, or our notions of absolute time and space were wrong. Einstein hypothesized the latter and developed the theory by which transformations between reference frames are governed. The mathematical methodology is not entirely Einstein's; some of the ground work had already been done by other scientists and mathematicians like Lorentz. This is no way detracts from Einstein's achievements.

And Einstein was no mathematical slouch. Once he published the special theory of relativity, the race was on to figure out how to use relativity to describe the effects of gravity. Einstein's main competitor was none other than the absolutely brilliant mathematician David Hilbert, whose own stature might well put him on my top 10 mathematicians list (if I ever write one). Einstein succeeded (with help from Hilbert - it's a long and somewhat controversial story), and in 1915 presented his general theory of relativity. It represents the entirely of our knowledge of gravity, with further theories remaining entirely speculative and untested.

Einstein left his mark in numerous other less well known branches of physics, from the heat capacity of solids to the statistics of bosons.

I have here just given a brief overview of his scientific work and neglected his personal biography entirely. His life outside of science is also of great interest - a probably apocryphal statement attributed to him boasts of surviving "two wives, two wars, and Hitler". He died in 1955 and his ashes were scattered.

If I were to suggest just two books about this great man, I think I'd recommend Einstein: His Life and Universe by Walter Isaacson, and Relativity: The Special and the General Theory by Einstein himself as a very lucid and nonmathematical layman's explanation of his most famous theory.

The list so far (click the category name for links):
2. Einstein
3. Maxwell
4. Faraday
5. Feynman
6. Rutherford
7. Schrodinger
8. Dirac
9. Thomson
10. Pauli

Not-strictly-physicist honorable mentions:
Galileo
Noether

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Comments

1

I can't begin to imagine who the greatest physicist is. The suspense is palpable.

Posted by: Lucas | December 15, 2008 11:21 AM

2

Einstein's elevator is inescapable: Inertial and gravitational mass are fundamentally indistinguishable, mass and weight are interchangeable. To break it one would require a universal vacuum backround anisotropy inert to all subsequent obervations lab and astronomic, electromagnetic and compositional, to sub-parts-per-trillion relative. What in the universe is not electromagnetic or compositional and does not naturally occur in a resolved state?

Do left and right shoes fall identically? Do chemically identical opposite geometic parity atomic mass distributions in a massed sector chiral pseudoscalar vacuum background falsify the Equivalence Principle? One can trivially grow left- and right-handed single crystals of quartz (light atoms) or cinnabar (heavy atoms; both in enantiomorphic space groups P3(1)21 and P3(2)21).

All quantized gravitations assume the EP either explicitly or through BRST invariance uniting the effects of a massive body and an accelerated reference frame. Perhaps string theory fails for a weak founding postulate (as Euclid's Fifth Postulate failed). Somebody should look.

Posted by: Uncle Al | December 15, 2008 11:42 AM

3

Well I'm afraid picking Einstein for #2 leaves only Newton for the choice of #1. They are usually the top contenders for the 1st spot ;).

Posted by: Coriolis | December 15, 2008 2:06 PM

4

You need to put this in the Greatest Physicists category. You just have it in Physical Science.

Done. -Matt

Posted by: EJ | December 15, 2008 3:09 PM

5

Einstein may have been cremated, but his brain travelled on! http://en.wikipedia.org/wiki/Albert_Einstein's_brain

Posted by: Tom Coward | December 15, 2008 6:15 PM

6

Has anyone read "The History of an Equation" by David Bodanis
Its not about Einstein but the equation its self its a really good one.

Posted by: Anonymous | December 15, 2008 6:29 PM

7

sorry the book is "E=MC2 the biography of the worlds most famous equation" Its a really good book only a small amount is about Einstein him self

Posted by: Anonymous | December 15, 2008 7:03 PM

8

Yeah, #1 is quite obviously Newton. Who else but the man that theorized non-contact forces, invented calculus (kinda), came up with the basic laws that guide classical physics, and made physics into something recognizable today. Maybe it shouldn't be announced until his Birthday http://3quarksdaily.blogs.com/3quarksdaily/2005/12/happy_newtons_d.html

Posted by: erik Remkus | December 16, 2008 2:41 AM

9

So if Einstein's not #1, it's got to be Dr Brown from "Back to the Future", right?

Posted by: Ian | December 16, 2008 7:07 AM

10

I'm glad you mentioned the importance of Maxwell's equations to Einstein's view of relativity. If you read Einstein's autobiography, you will see he mentions thinking about what light would look like if you traveled next to it at the speed of light. (He thought about this at age 16.) The answer, of course, is you see something that grossly violates Maxwell's equations.

I think the key to all four of those papers is to think of Einstein as someone who completely bought into the "new physics", regardless of what that #1 guy said (or was said in his name by contemporary physicists). The first two apply the Maxwell-Boltzman idea about statistical mechanics to particles (Brownian motion) and fields (photons). I've always thought his derivation of the photon based on a model treating electromagnetic waves as an ideal gas was a bit dodgy, but it was a really inspired idea.

The second two adopt Maxwell's electrodynamics as a correct physical theory and go about bringing Newton's mechanics into accord with that concept. The flaw in what Lorentz did (with his absolute frame and contracting elliptical electron) was that he could not reject Newton's view of the world. Ditto for another guy who saw that Maxwell's equations were "Lorentz invariant" before Lorentz did, but had no idea of the significance of this result.

By the way, I think his rejection of QM had as much to do with Bohr's arguments in favor of "quantum jumps", something that went away as soon as real QM was created by Born's interpretation of the Schroedinger function, as it did with the results tested by the EPR argument. Read some of the Einstein-Bohr debates and see what you think.

Posted by: CCPhysicist | December 16, 2008 4:22 PM

11

CCPhysicist (or anyone),

I'd be interested to hear more about: "The answer, of course, is you see something that grossly violates Maxwell's equations."

-Oss

Posted by: ossicle | December 17, 2008 2:32 PM

12

When Einstein gazed at the clock and imagined time frozen on the wavefront, little did he know he condemed physics to a 100 year red herring. Time you see is UNIVERSAL. Go back to #1 - Newton and start again.

Posted by: It's all been a terrible mistake. | December 18, 2008 4:03 AM

13

I assume that #11 understands that you would see a stationary electromagnetic wave if you traveled next to it at the speed of light. This violates Maxwell's equations because Maxwell predicts that a spatially varying B will produce at temporally varying E (an E with a non-zero derivative). Similarly, an E(x) will produce a B with a non-zero derivative, yet that is not what you see.

Commenter #12 is under the misapprehension that anything Einstein said is in any way a contradiction of what Newton said about the laws of physics. Both agree that all of physics should be independent of the observer's motion. If experiments with v closer to c had been possible in Newton's time (or Galileo's time), all of physics would have been Lorentz invariant from the start.

If #12 claims that kinetic energy grows quadratically with v, that assertion is contradicted by experiments where both v and K are measured in the laboratory.

Posted by: CCPhysicist | December 18, 2008 5:17 PM

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