<imgsrc="https://s3.amazonaws.com/answer-board-image/cramster-equation-20101025194326342363258241819536968.gif"alt="" align="absmiddle" />from the thermodynamic identity atconstant number of particles we have the above equation. Show by integration that for an ideal gas<imgsrc="https://s3.amazonaws.com/answer-board-image/cramster-equation-201010251945226342363272233627566868.gif"alt="" align="absmiddle" />

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23 Nov 2019

<imgsrc="https://s3.amazonaws.com/answer-board-image/cramster-equation-20101025194326342363258241819536968.gif"alt="" align="absmiddle" />from the thermodynamic identity atconstant number of particles we have the above equation. Show by integration that for an ideal gas
<imgsrc="https://s3.amazonaws.com/answer-board-image/cramster-equation-201010251945226342363272233627566868.gif"alt="" align="absmiddle" />

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<DIV><IMG alt="" src="https://s3.amazonaws.com/answer-board-image/44b52601-50ed-42d9-b378-b322ed39bb2d.jpeg" src_cetemp="https://s3.amazonaws.com/answer-board-image/44b52601-50ed-42d9-b378-b322ed39bb2d.jpeg"> A circular loop of radius a = 11 cm and N= 154 turns is fixed in the x-y plane. A spatially uniform magnetic field with only a z-component covers the entire area of the loop. The plot at the right shows Bz measured in tesla versus time t measured in seconds. The +z direction is OUT of the screen. (a) Calculate the magnetic flux through the loop in the z-direction at the times indicated below. In each case, specify the direction by giving a positive value for flux in the +z direction and a negative value for flux in the -z direction. At t = 1.0 s: Fm = T-m2 At t = 3.0 s: Fm = T-m2 At t = 5.0 s: Fm = T-m2 * 0 OK At t = 6.5 s: Fm = T-m2 At t = 8.0 s: Fm = T-m2 * At t = 9.5 s: Fm = T-m2 (b) Calculate the induced EMF (electromotive force) in the loop at the times specified below. In each case specify the sense of the EMF by giving a positive value for a counterclockwise EMF as viewed in the above figure; specify a clockwise sense by giving a negative value. At t = 1.0 s: E = V At t = 3.0 s: E = V * 0 OK At t = 5.0 s: E = V At t = 6.5 s: E = V * 0 OK At t = 8.0 s: E = V At t = 9.5 s: E = V * 0 OK (c) Suppose now that the plane of the loop is tilted and then held fixed at an angle ? = 20° with respect to the x-y plane. The magnetic field remains in the z-direction and varies with time exactly as before. Calculate the magnitude of the magnetic flux through the loop and the magnitude of the induced EMF in this case at t = 1 s. |Fm| = T-m2 |E| = V </DIV>

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