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2d
comment What is the optical power level of common fiber optics lasers?
To my limited knowledge, NL effects are a concern and manifest as pulse distortion (due to many competing effects). They are more pronounced when the pulse width is short (100ns perhaps?). This effectively puts a limit on useful bandwidth. I vaguely remember analysis using an eye-diagram to quantify the effect of distortion.
May
15
answered How can we detect X-rays?
May
15
comment Light Ray Reflection from concave mirror
Removed the ridiculous down-vote by adding a +1.
Mar
20
comment Couldn't we measure electrons with good enough technology?
In my understanding, a measurement necessarily involves an interaction, and thinking simplistically, electrons interact with other electrons by exchanging photons. In theory you could have a device 'tuned" to some other interaction, then perhaps you don't have to detect photons. By measure I presume you wish to measure position? The question is not very clear.
Jan
30
awarded  Revival
Jan
10
awarded  Critic
Jan
8
answered Calculating vertical velocity component of a particle with mass, given the hit point of parabolic motion
Jan
8
revised How to calculate uncertainties of a natural exponential function?
Changed unc to \delta T
Jan
8
suggested suggested edit on How to calculate uncertainties of a natural exponential function?
Jan
8
revised How to calculate uncertainties of a natural exponential function?
Minor LaTeX formatting added.
Jan
8
suggested suggested edit on How to calculate uncertainties of a natural exponential function?
Jan
8
answered Good book for Analytical Mechanics
Jan
6
comment Eliminating IR light reflection perceived by a steep viewing angle
The easiest way to accomplish your goal is as you said, add an IR filter to your camera. I would pick an "'interference" filter (eoc-inc.com/infrared_filters.htm).
Jan
5
comment Connection between quantum physics and consciousness
As far as I can tell, there is no logical definition of consciousness that compatible with physics.
Jan
5
comment Units and use of the formula of the angular acceleration?
$\omega$ is angular velocity and has units of radians per second. $\frac{d\omega}{dt}$ is a small (infinitesimal) change in angular velocity with time. There seems to be something wrong with your formula as $\alpha=\frac{d\omega}{dt}$. Not sure where the extra $r$ came from? en.wikipedia.org/wiki/Angular_acceleration
Jan
4
revised Non-commutative property of rotation
Changed associative to commutative.
Jan
4
suggested suggested edit on Non-commutative property of rotation
Dec
31
comment Why can't a spaceship accelerate for ever? Since there is no friction in space
There could be magnetically induced drag that can occur when a conductor moves in an external magnetic field.
Dec
28
comment Can you speed up radioactive decay of plutonium?
@RichartBremer, what if the rocket blows up during launch?
Dec
28
comment Why do we classify states under covering groups instead of the group itself?
A group is an abstract mathematical object. Measurements/Experiments are in the real field. So, if you want to draw meaningful conclusions that you can verify experimentally, you have to work with operator representations (in $\mathbb{R}$) that are appropriate. Ultimately, if you cannot prove something (or its consequences) that can be experimentally verified, it is worthless. While this does not directly answer your question, I think it is a useful reminder on why we work with representations instead of abstract objects. Hence the comment.