Describe all k which satisi is the imaginary unit) ん Describe all k which satisfy iw64w32-w...
(a) Show that this field can satisfy Maxwell's equations if w
and k are related in a certain way.
(b) Suppose w=1010s-1 and
E0=1kV/m. What is the wavelength? What is the energy
density in joules per cubic meter, averaged over a large region?
From this calculate the power density, the energy flow in joules
per square meter per second.
(c) Show also that the electric field of associated with a
spherically symmetric wave may have the dependence Ei =
{Acos[k(r...
(a) Show that this field can satisfy Maxwell's equations if w
and k are related in a certain way.
(b) Suppose w=1010s-1 and
E0=1kV/m. What is the wavelength? What is the energy
density in joules per cubic meter, averaged over a large region?
From this calculate the power density, the energy flow in joules
per square meter per second.
(c) Show also that the electric field of associated with a
spherically symmetric wave may have the dependence Ei =
{Acos[k(r...
C++ Addition of Complex Numbers Background Knowledge A complex number can be written in the format of , where and are real numbers. is the imaginary unit with the property of . is called the real part of the complex number and is called the imaginary part of the complex number. The addition of two complex numbers will generate a new complex number. The addition is done by adding the real parts together (the result's real part) and adding the...
Exhaust combustion products flow through a concentric square composite (k = 0.85 W/m·K) channel of unit length. The edge of the outer square is b = 6 cm and the inner edge is a = 2 cm. The duct is placed in a corridor such that the air temperature is 300 K with a convection coefficient of 75 W/m2·K. The exhaust gases maintain a uniform inner channel surface temperature of 500 K. a) Using numerical methods, find the temperature distribution...
a) By direct substitution determine which of the following functions satisfy the wave equation. 1. g(x, t) = Acos(kx − t) where A, k, are positive constants. 2. h(x, t) = Ae where A, k, are positive constants. 3. p(x, t) = Asinh(kx − t) where A, k, are positive constants. 4. q(x, t) = Ae where A, a, are positive constants. 5. An arbitrary function: f(x, t) = f(kx−t) where k and are positive constants. (Hint: Be careful with...
NE Steel tubes (k =35 W/m2.K) of 400-mm inner diameter and 30-mm wall thickness are used to route superheated steam from the boller to the turbine in a power plant. Safety and economic concerns make it practical to add a 200-mm layer of Insulation (k =0.1 W/mK) to each tube, which is wrapped in a thin sheet of aluminum with an emissivity e =0.15. The air (with a convective coefficient h =5 W/m2K) and wail temperatures of the plant are...
Which products would satisfy them when it seems all the goods
seem to have transport costs?
Which of the following goods best satisfies the assumptions of the 'Law of One Price? Acar. A haircut. illegal drugs. A Big Mac. D A bottle of hot sauce.
w 11 - Show all your work! Name: A 0.75 k block is attached to a spring of kis attached to a spring of spring constant k compressed 0.33 m (from its natural length) and held in released, find: 1. the phase constant, : 2. the angular frequency of the block's motion; Phymes 123-10 an ength) and held in place. At time t=0, the block is 3. the period of the motion; 4. the period of the motion if the...
Consider the imaginary element Nn with at least two electrons in all its shells. The ionization energies of those shells are for K, 10.0 KeV, for L, 3 KeV and for M, 1 KeV. Which Auger electrons will be emitted 20 KeV, 5 KeV or 2 KeV incident electron energies? Imagine the sample is struck by a 2 KeV photon. From what shells can photoelectrons be emitted and at what energies? Imagine the same experiment but with the M ionization...
Consider a rectangular fin (k = 180 W/m-K) of length L =10 mm, thickness i =1 mm, and width w» t. The base temperature of the finis Ty = 150°C, and the finis exposed to a fluid of temperature T, =25°C. Assuming a uniform convection coefficient of h = 110 W/m2.K over the entire fin surface, determine the fin heat transfer rate per unit width 4; efficiency ng: effectiveness es, thermal resistance per unit width and the tip temperature T...