
Please calculate the group and phase velocities of the photon E cp and the p2 mv2...
Given that E= p2/ 2m, show that a particle confined in a 1-D box of length L obeys the Heisenberg uncertainty principle.
Ex. 6: (Change of phase), using Cp to calculate Enthalpy A feed stream to a evaporation unit contains an equi-molar mixture of benzene and toluene at 10°C The vapour stream from the top of the evapoator contains 68.4 mol% benzene at 50 °C and the liquid stream from the bottom contains 40 mol% benzene at 50°C. Note: You need Cp (benzene, liquid), Cp (toluene, liquid), Cp (benzene vapour), Cp (toluene vapour), latent heat of vaporisation benzene, latent heat of vaporisation...
Ex. 6: (Change of phase), using Cp to calculate Enthalpy A feed stream to a evaporation unit contains an equi-molar mixture of benzene and toluene at 10°C The vapour stream from the top of the evapoator contains 68.4 mol% benzene at 50 °C and the liquid stream from the bottom contains 40 mol% benzene at 50°C. Note: You need Cp (benzene, liquid), Cp (toluene, liquid), Cp (benzene vapour), Cp (toluene vapour), latent heat of vaporisation benzene, latent heat of vaporisation...
1) Calculate the frequency of the photon that a particle has to absorb in a box to make a transition from the ground state. to the third excited level. 2) Calculate the average position of a particle in a box at the first excited level of energy.
Suppose in a reference frame S, two objects collide elastically. Particle 1 of mass m1 = 2m is initally at rest, and particle 2 of mass m2 = m is moving with an initial velocity of u2i = −0.75c (negative means moving in the −x direction). The two particles collide elastically. Using classical momentum and energy conservation, an observer in frame S calculates the velocities after collision to be u1f = −0.5c, u2f = 0.25c. (a) Verify that the kinetic...
6. Calculate the energy of a photon E whose wavelength is 500nm
--Physics
--PROBLEM #2
--Solution is provided but partially covered up.
--Please show all steps clearly.
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2) Consider a head-on collision of the particle of mass M, moving with the velocity V and having kinetic energy E=MV2/2, with another particle of mass M1, staying at rest. Find the energy Ej transferred to the second particle in the course of the collision. Solution: From the conservation of both momentum and energy we have MV = MV'+M,V, and MV2 =...
8- Calculate the energy (E) and wavelength (1) of a photon of light with a frequency (v) of 6.16x10²4 Hz. (6 points)
The Question: what is the period?
Please explain in details how to calculate the period.
At distances y has velocities v 1 m and y2 2 m from equilibrium, an oscillating particle 1 m/s, respectively. 2 m/s and v2
Calculate the wavelength (nm) of a photon with
a △E=
-1.55 x10-19 J when an electron moves from the
fifth to the third energy level.