Given that
the temperature field in a continuum is given expression
Show steps please Problem 4.8 The temperature field in a continuum is given by the expression...
Please show steps We have that the instantaneous magnetic field H of a wave propagating in 5. lossless linear, homogeneous, isotropic, (LHI) material that is charge free, non-magnetic Ho) and has a dielectric relative permittivity of e, The instantaneous representation of the magnetic field intensity is given as; H 25 cos(T x 10e + 0.5ry) uA/m (a) Is this wave a uniform plane wave? If so, explain which plane, and why, or wity not, is te wave uniform. Which direction...
Please provide step by step solution and i will give you a positive rating. Thank you. The temperature of a material is given by: T = e −2t−x^ 2−y^ 2 The velocity field is given by v = (x^2 − y, −2x, 2y − z^2 ) Determine the material time derivative of the temperature.
fluid mechanics just part 3 and 4 show all steps please These are typical questions to answer when examining difficult velocity and acceleration field questions. A three-dimensional velocity field is given by u = x?v=-3xy, and w = 3x + 2 y. Determine the acceleration vector. (a) Are all three components of the velocity field included in this problem? yes (b) In what dimensions can this velocity change? In other words, what independent variables are given in the velocity field?...
Show with steps please Problem 1. A rifle is fired straight up. Assume there are no cross winds (so this can be treated as a one dimensional problem). Let the vertical direction be z, with its zero at the location of the rifle and increasing as you ascend. Let the acceleration of gravity be g, assumed constant as a function of z. Call the bullet's velocity in the z-direction v. Assume the drag force on the mass-m bullet to be...
Please show all steps and projections! Please ignore the previous photo. This is the problem to be solved Apologies for the app malfunctioning Sorry! My phone kept messing up the upload due to Wi-Fi! expression for the net force per unit length due to the currents 1 and 2 on current 3. Use unit vector notation expression for the net force per unit length due to the currents 1 and 2 on current 3. Use unit vector notation We were...
Please explain /show steps thank you ! Problem 9.34 Part A Find the steady-state expression for v, in the circuit of (Figure 1) if ig = 50 cos 10000t mA. Suppose that vo(t) = Vo cos(wt+), where -180º < < 180º. Determine the values V, W, 0. Express your answers using three significant figures separated by commas. V AED 1 vec o 2 ? Vo, w, $ = 3.72, 10000,26.5 V, rad/s, º Submit Previous Answers Request Answer Figure <...
--Physics --PROBLEM #2 --Solution is provided but partially covered up. --Please show all steps clearly. --Will thumbs up. 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 =...
Show major steps and formulas involved please!!!!!!...Really nees to understand how to solve this problem!!!! •18 The position of a particle moving along an x axis is given by r = 1212 - 21. where x is in meters and t is in seconds. Determine (a) the position, (b) the velocity, and (c) the acceleration of the particle at 1 = 3.0 s. (d) What is the maximum positive coordinate reached by the particle and (e) at what time is...
Please show all steps in detail and as legible as possible. Thank you!!! Consider the two dimensional diffusion of heat in a rectangular section of tissue. Specifically solve for the temperature field, u(x,y,t), in the rectangular section with dimensions having (0<x < a) and (0<y < b), which is governed by the following initial-value, boundary-value problem, where a is a constant: (0,y,t) = 0 uy (x,0,t) = 0 14. (a,y,t) = 0 u(x,b,t)-0 11 (x, y,0) = f(x, y) Consider...
please show steps to find the given answers. Problem 3 (40 pts) Two random variables X and Y are jointly distributed, based on the equation JXY (1, Y) |xy (,y) = } : (1,Y) E D 10 (, y) &D (1) where D is the region illustrated below. 1. Find k. Answer: k = } 2. Find expressions for, and sketch, the marginal distributions fx(x) and fy(y) Answer: plomba 0<<1 1<r < 2 2 < < Sy() – 24,2 y...