the proof of "the equation of continuity",
Q: dxa"+m+Pexp(-2ax²). %3D 1. Explain in your own words what the terminology for each of the quantities…
A: (as per guidelines I'm allowed to answer first question with its sub-parts,when multiple questions…
Q: 4. To approximate the area under the curve y = Vx + 1 in the interval [1,3], we can add the areas of…
A: Given data, Curve, y=x+1 in the interval [1,3]
Q: Vector analysis
A:
Q: HW11.1 Spherical coordinates (r, 0,0) are defined as: x=rsin cos , y=rsin sind, z=rcos 8. See page…
A:
Q: Question 1: derive w = at + Wo. Start with the derivatives I began with, and derive this equation.
A:
Q: Let 11 = 16 3 3 = 4-74-44-64-[2] = 3 If possible, express w as a linear combination of the vectors…
A: We will first write the linear combination with some unknown coefficients. We then solve the…
Q: a) [ You are given the graph in Figure 1. Express the coordinates of vectors ỹ and w in both…
A: NOTE: Out of given various questions, we solve only first question unless specified. You can resend…
Q: 2.2 Two crystallographic directions are represented by the vectors A = ga+a and A, = a₁ + a₂ + ag.…
A: The angle between all three coordinate axes for an orthorhombic system is,Therefore,
Q: 6. (a) A lμC charge is at the center of the square shown below. How much external work is needed to…
A: ghkkjbjvh
Q: The mean anomaly of the Pluto was 12.140 degree on July 1st in 1998. The eccentricity of the Pluto…
A: Given, Mean anomaly, M=12.14 Eccentricity, e=0.249 According to Kepler's equation the eccentric…
Q: I need to calculate the volume of a water droplet using V=4/3(3.14)r^3 with a radius of 0.025mm. I…
A:
Q: Problem 6: In class, we showed that at an arbitrary point P with spherical coordinates (r, 0, 0),…
A:
Q: The Kentucky Derby is a 2 km race. Assume the track is circular and horses run counterclockwise…
A: Given : The track is circular in shape. The length of the track, S = 2 km Formula for…
Q: f(o)= KBT Vc 1 |--ømø + (1 − 6) ln(1 − 6) + x6(1 − ø) N Π II = kBT [ф Vc N X In(1 - 6) - 6- x6² -…
A: The objective of the question is to derive equation (2.63) using the Flory-Huggins free energy of…
Q: F(r) = A B p² p3 +
A: Have a look dear
Q: That still doesn't answer my question. How did you take (m1 + m2)2 + (m1 + m2)2 and get (m1 + m2)2.…
A:
Q: How do you find the area of this? I had to do an experiment where you take a styrofoam cup and poke…
A: To find diameter and calculate area
Q: For the set of parametric equations x=cos(At+B), y=sin(At+B): a) Graph the curve, including…
A: Given: The parametric equations are x=cos(At+B), y=sin(At+B). Introduction: The parametric equation…
Q: We must now determine how to calculate matrix elements of the form: (OnzOm). One suggested approach…
A:
Q: Painting the entire exterior surface of a cube with edge length S = 1.26 meters reduces paint level…
A:
Q: Compute the average value of f(x) = 4xe* on [0,3]
A: Let f( x ) be a function, then the average value of f( x ) between an interval [a, b] will be given…
Q: One mole of Gold (Au) atom has a mass of 197 g. We know that the density of gold is 19.30 g/cm3 in…
A:
Q: Preve that -ut Cos lwit + ø) + Xeq %3D max bolve the 2nd order differential equatan . + b dx + Ex =…
A:
Q: (a) Vr (divergence of the displacement vector). b) x (curl of the displacement vector). (c) ☑|r]…
A:
Q: b) Write down the two components of the geodesic equation.
A: The objective of the question is to derive the components of the geodesic equation for a sphere of…
Can you can explain the proof of "the equation of continuity", in an easy-to-understand manner?
Attached images are the proof my professor gave. I really do not understand all the simple v's , capital v's and all?
Can you kindly explain it in an easy-to-understand manner?
Thank you!
Trending now
This is a popular solution!
Step by step
Solved in 2 steps
- Question 6: The volume of a box with sides of length a,b and c is V = abc . The surface area of the same box is S = 2(ab+bc+ ac). Derive an expression for the change in volume associated with changing the length a, while holding both S and length b constant. (Hint: The algebra here becomes much simpler than it might first appear through the judicious use of partial derivative relationships.)Needs Complete solution with 100 % accuracy. Otherwise skip if u can't give answer both of them. Thank you.Need help on finding the values of R_k , R_0 and S . If you can show me how to solve it step by step , thanks in advance .
- O 0 & Y:1 HW_Legengre1.pdf Homework No.3 1- Prove the following relations: ag = (x - t) g(x, t) at (1 - 2xt +t2). (1) (1 - 2xt + t2) ag = t g(x, t) (2) ag = (x - t) at ag (3) dx Where g(x, t) is the generating function of Legendre's polynomials 2- Use Eg. (1) to prove the recurrence relation: (n + 1) Pn+1 = x(2n + 1) P - n Pn-12.3 Represent a crystallographic direction by Au ua₁ + a₂ + wa, and the normal to the hkl planes by Hat = hb₁ + kb₂ +/b₂. Let be the angle between Auew and Hat For the orthorhombic system deduce an expression for cos in terms of u, v, w, h, k, l, a₁, ag, az. =