What is Amplitudes: Definition and 108 Discussions
The amplitude of a periodic variable is a measure of its change in a single period (such as time or spatial period). There are various definitions of amplitude (see below), which are all functions of the magnitude of the differences between the variable's extreme values. In older texts, the phase of a period function is sometimes called the amplitude.
I'm having some trouble on this problem.
"The human ear is most sensitive to sounds at about f = 3 kHz. A very loud sound at that frequency would have a displacement amplitude of about 4um. What is the pressure amplitude? (Assume the wave to be sinusoidal. For air at room temperature, B =...
Sir,
The intensity level due to 2 waves of same frequency in a given medium is 1 bel and 4 bel. What is the ratio of their amplitudes?
I solved it in the following way:
L1 = 10 decibels
L2 = 40 decibels
Loudness(L) = 10(log(I/Io))
Where I= Intensity of sound, Io = Intensity of weakest...
From Trees to Loops and Back
Andreas Brandhuber, Bill Spence, Gabriele Travaglini
49 pages, 17 figures
http://www.arxiv.org/abs/hep-th/0510253
We argue that generic one-loop scattering amplitudes in supersymmetric Yang-Mills theories can be computed equivalently with MHV diagrams or with...
Hi,
I am reading chapter 5 of Ryder regarding path integrals and vacuum to vacuum transition amplitudes in presence of source.
I follow the math but don't have a clear physical picture.
The formula is:
Z[J]=\int Dq \: exp ( \frac{i}{h}\int dt(L+hJq+\frac{1}{2}i\epsilon q^2) )
Can...
I have this problem:
The total number of waves Nw in a box is somewhat uncertain beause of the way the amplitude falls off. For a region of size DeltaX, call the uncertainty in the number of waves DeltaNw.
a.) Relate DeltaNw to the uncertainty principle in the wavelength Delta(lambda)...
What, if anything, determines the amplitude of a sub-atomic particle. A specific question is do all photons have the same amplitude? I would assume that at least photons of same color do, since i can observe the destructive interference.
I know that:
yI(x,t) = AI sin [k1( x - v1t )]
yR(x,t) = AR sin [k1( x - v1t )]
yT(x,t) = AT sin [k1( x - v2t )]
W1 = W2
k1v1 = k2v2
I am unsure about how to prove that AI = AT + AR
Where AI, AT, and AR are the different amplitudes of the incident, transmitted, and reflected waves.