The pattern viewed close-up is shown at right, The pattern viewed from afar represents little or nothing, sincethe two vortices cancel strengths and cause no flow at .
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Q: No Chatgpt , only Handwritten.
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The pattern viewed close-up is shown at right, The pattern viewed from afar represents little or nothing, since
the two vortices cancel strengths and cause no flow at .
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- Given: Va and 0 Find: Horizontal distance it XB travels and vc- B VA = 10 m/s Plan: Apply the kinematic relations in x- and y- 30° directions.Use De Moivrés theorem to determine the modulii and the arguments of (9 - j3)^(1/3) Give your answers in Polar and Cartesian Form. Use an Argand diagram to show the roots of the equation (no need to make it to scale)Line sources m1 and m2 are near point A, as in Fig. If m1= 30 m2/2, find the value of m2 for which the resultantvelocity at point A is exactly vertical.
- 3. Volume of Brillouin zone. Show that the volume of the first Brillouin zone is (27)³/V where Ve is the volume of a crystal primitive cell. Hint: The volume of a Brillouin zone is equal to the volume of the primitive parallelepiped in Fourier space. Recall the vector identity (×ā) × (axb) = c.(axb)ā.he complex potential of a line vortex of strength k centred on the origin is W=iklnz. Determine the complex potential of two line vortices of the same strength k , one located at the origin and one located at the point (x0,y0) . Show that at large distances, r≫r0=x20+y20‾‾‾‾‾‾‾√ , it reduces to the complex potential of a single vortex of strength 2k .1a. Using the Shell Balance approach for Continuity, create a sketch of a control volume in Cartesian coordinates, and indicate all fluxes in your sketch. Use this Shell Balance to derive the Continuity equation. ди dx dy Əv + =
- the equations given are not clear, can you display them clearly as it looks confusing7. 70 eveve - Draw tne top, tront side vieus of an object trom the given pictorial drawing of an Dbject in $t angie Projection according to the gien direcion of front View. *** deGiven that P=120lb and Q=130lb, find the rectangular representation of P+Q.
- Please show all work for a & b.Problem 2: The potential energy for a particular two-dimensional force field is given by V(x, y) = Axe-ky, where the constants A and k are chosen for dimensional consistency. (a) Choose specific (and reasonable) values for A and k, and use Mathematica, Desmos, or the equivalent to plot contours of constant potential energy for various energy levels, over a region of the plane centered on the origin. (b) Show that an infinitesimal displacement along an equipotential line has the form dr dr = dr x + ŷ. kx (c) Find the expression for the force field, and plot this vector field over the same region of the plane (and with the same choice of constants) as in part (a).Needs Complete typed solution with 100 % accuracy.