Classical Mechanics problem:
See if you can prove the so-called virial theorem. This is a
statement that relates the average kinetic energy of a stable
system to the potential energy of the system. It applies when the
force between two particles of the system has a corresponding
potentual energy U of the form U = kr^n, where r is the separation
of the particles and n is some real number. So, suppose a mass m
moves in a circular orbit...
I am a graduate student in mathematics who would like to learn
some classical mechanics. However, there is one caveat: I am not
interested in the standard coordinate approach. I can't help but
think of the fields that arise in physics as sections of vector
bundles (or maybe principal bundles) and would love an approach to
classical mechanics or what have you that took advantage of
this.
Now for the questions:
Is there a text book you would recommend that...
Please solve this advanced physics question
Q. What does it mean when we say that the topological structure
of phase space of a two-dimensional simple harmonic oscillator
corresponds to a "torus"?
provide a graduate-level response to each of the following
question:
Q. What are the requirements to obtain a trademark? What federal
acts regulate obtaining trademarks
I have a question about difference between physical observables
and eigenstates in quantum mechanics
it is postulated in Quantum Mechanics that
physical observable in Classical Mechanics are represented by
linear operators
the state of the particle was represented by a curve in phase
space determined by generalized position and momentum
but in Quantum Mechanics it is represented by a vector in
Hilbert space
and if we measure the physical observable of the particle, the
previous state of the particle once...
Please solve this question in C++ language
using recursion.
Q (1) Write functions for each of the following problems. Each
problem should be solved by writing a recursive function. Your
final program should not have any loops in it.
Write a function that uses recursion to raise a number to a
power. The function should take two arguments, the number to be
raised to the power (floating point) and the power (a non-negative
int).
(10 Points)
Write a boolean...
(Please solve the question using C Language. Thanks). Write a
function called is_perfect which takes an integer n and returns 1
if n is a perfect number, otherwise it will return 0. If the sum of
a number’s proper divisors are equal to the number, than the number
is called a perfect number. For example, 6 is a perfect number:
6=1+2+3.
Please solve the problem 10.26 at Molecular quantum mechanics(5th ed)
Problem is
Identify the conditions for the existence and locations of heads
in the P-and R-branches of a diatomic molecule.