Find D, E and H using maxwell equation for given ρv=ρ0(e-jβr). Find the power transmitted using...
Find D, E and H using maxwell equation for given ρv=ρ0(e-jβr). Find the power transmitted using pointing theorem.
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Find D, E and H using maxwell equation for given ρv=ρ0(e-jβr).
Find the power transmitted using...
Find the basis function of the differential equation using Frobenius method e. h. 2 e. h. 2
Find the basis function of the differential equation using
Frobenius method
e. h. 2
e. h. 2
Problem 2: Now assume that a power of H = 3 kW is transmitted between the...
Problem 2: Now assume that a power of H = 3 kW is transmitted between the shafts and gears and the pressure angle of the bevel gears is ø= 20°. Then find: a) Contact forces between the helical and bevel gears b) Reaction forces at bearings C and D. Assume that the thrust forces are taken by the bearing D. m= 6, 32765 -16 m = 2. 12T. 23° F 38 mm) SXBja 540 rev/min 40T EI 27 35 50...
Find two power series solutions of the given differential equation about the ordinary point x =...
Find two power series solutions of the given differential
equation about the ordinary point x = 0. y′′ − 4xy′ + y = 0
Find two power series solutions of the given differential equation about the ordinary point x = 0. y!' - 4xy' + y = 0 Step 1 We are asked to find two power series solutions to the following homogenous linear second-order differential equation. y" - 4xy' + y = 0 By Theorem 6.2.1, we know two...
2. Given f(x)=e*: (a) Find f'(x) using the definition of derivative, f'(x)= lim{{(x+h)-f(x)), by making h...
2. Given f(x)=e*: (a) Find f'(x) using the definition of derivative, f'(x)= lim{{(x+h)-f(x)), by making h smaller and smaller. Round answer to two decimal places. (b) Evaluate f (1). (c) Carefully, graph f(x)=e-*, -15x52 using points every 0.5 units. (d) Find the equation of the tangent line at x = 1. Attach the graph of this line to the graph in (c).
Q5. 200 kbps random data is transmitted using Manchester encoding. The first 2 spectral nulls are...
Q5. 200 kbps random data is transmitted using Manchester encoding. The first 2 spectral nulls are at : (a) 0 and 100 kHz (b) 100 and 200 kHz (c) 0 and 100 kHz (d) 0 and 200 kHz (e) 200 and 400 kHz (f) none of the above. Q6. Small dish antennas (50-60 cm) are used for TV reception from satellites. For a given frequency (e.g. 2 GHz), as the size of the antenna becomes smaller (a) more accurate pointing...
ou are given the following E F1e a) Use Faraday's Law to find the H field...
ou are given the following E F1e a) Use Faraday's Law to find the H field associated with this in time domairn b) Then use Ampere's law to find the E field, to verify that you answer is OK. c) Find the power in the phasor form ExH d) Find the time domain representation of E and H for this problem 2
Given h(t)=(e-t+e-3t)u(t) find: A) The transfer function H(s). B) The locations of all poles and zeros....
Given h(t)=(e-t+e-3t)u(t) find: A) The transfer function H(s). B) The locations of all poles and zeros. C) Determine if the system is stable or not D) Find the differential equation for this system.
d&e&f 2) Using De Moivre's theorem to solve the following equation and represent the roots on...
d&e&f
2) Using De Moivre's theorem to solve the following equation and represent the roots on the diagram. x4 + 16 = 0
Using parsevals theorem and FT to find y(t) and its power (b) (4 pts) Fourier Series The input signal r(t) and impulse...
Using parsevals theorem and FT to find y(t) and its power
(b) (4 pts) Fourier Series The input signal r(t) and impulse response h(t) of an LTI system are as follows: z(t) = sin(2t)cos(t)-e131 + 2 and h(t) = sin(21) Use the Fourier Series method to find the output y(t) (c) (4 pts) Parseval's Identity and Theorem. Consider the system in the previous problem. Use Parseval's Identity to compute the power P of the output y(t). Use Parseval's Theorem to...
Using the function of molecular speed distribution Maxwell - Boltzmann for an ideal gas mono-atomic, given...
Using the function of molecular speed distribution Maxwell -
Boltzmann for an ideal gas mono-atomic, given by: and the formula for the
gaussiano integral and its n momentums are given by:
Find an expresion in terms of m, T, N and k, for:
the average molecular speed, the average speed square, the
deviation "standard", the average molecular kinetic energy, and the
pressure exerted by the gas.
Find the basis function of the differential equation using
Frobenius method
e. h. 2
e. h. 2
Problem 2: Now assume that a power of H = 3 kW is transmitted between the shafts and gears and the pressure angle of the bevel gears is ø= 20°. Then find: a) Contact forces between the helical and bevel gears b) Reaction forces at bearings C and D. Assume that the thrust forces are taken by the bearing D. m= 6, 32765 -16 m = 2. 12T. 23° F 38 mm) SXBja 540 rev/min 40T EI 27 35 50...
Find two power series solutions of the given differential
equation about the ordinary point x = 0. y′′ − 4xy′ + y = 0
Find two power series solutions of the given differential equation about the ordinary point x = 0. y!' - 4xy' + y = 0 Step 1 We are asked to find two power series solutions to the following homogenous linear second-order differential equation. y" - 4xy' + y = 0 By Theorem 6.2.1, we know two...
2. Given f(x)=e*: (a) Find f'(x) using the definition of derivative, f'(x)= lim{{(x+h)-f(x)), by making h smaller and smaller. Round answer to two decimal places. (b) Evaluate f (1). (c) Carefully, graph f(x)=e-*, -15x52 using points every 0.5 units. (d) Find the equation of the tangent line at x = 1. Attach the graph of this line to the graph in (c).
ou are given the following E F1e a) Use Faraday's Law to find the H field associated with this in time domairn b) Then use Ampere's law to find the E field, to verify that you answer is OK. c) Find the power in the phasor form ExH d) Find the time domain representation of E and H for this problem 2
d&e&f
2) Using De Moivre's theorem to solve the following equation and represent the roots on the diagram. x4 + 16 = 0
Using parsevals theorem and FT to find y(t) and its power
(b) (4 pts) Fourier Series The input signal r(t) and impulse response h(t) of an LTI system are as follows: z(t) = sin(2t)cos(t)-e131 + 2 and h(t) = sin(21) Use the Fourier Series method to find the output y(t) (c) (4 pts) Parseval's Identity and Theorem. Consider the system in the previous problem. Use Parseval's Identity to compute the power P of the output y(t). Use Parseval's Theorem to...
Using the function of molecular speed distribution Maxwell -
Boltzmann for an ideal gas mono-atomic, given by: and the formula for the
gaussiano integral and its n momentums are given by:
Find an expresion in terms of m, T, N and k, for:
the average molecular speed, the average speed square, the
deviation "standard", the average molecular kinetic energy, and the
pressure exerted by the gas.
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