Question

The energy equation for a CV is given as: $$\frac{\partial}{\partial t}\int_{CV}\rho edV + \int_{CS}\left(\tilde{u} + \frac{p}{\rho} + \frac{V^2}{2} + gz\right)\rho V \cdot \hat{n}dA = \dot{Q}_{net,in} + \dot{W}_{Shaft,net in}$$ The 4th term represents: The net rate of heat transfer into the CV None of these are correct The net rate of work being done on the CV The net rate of energy flow across the control surface Time rate of change of the total stored energy of the contents of the CV

Name: the energy equation for a cv is given as fracpartialpartial tintcvrho edv intcslefttildeu fracprho fracv22 gzrightrho v cdot hatnda dotqnetin dotwshaftnet in the 4th term represents the 21125
Uploaded: 2022-06-30T09:06:42-08:00
Duration: 2 min 4 s
Channel: Suman K
Description: the energy equation for a cv is given as fracpartialpartial tintcvrho edv intcslefttildeu fracprho fracv22 gzrightrho v cdot hatnda dotqnetin dotwshaftnet in the 4th term represents the 21125

          The energy equation for a CV is given as:
$$\frac{\partial}{\partial t}\int_{CV}\rho edV + \int_{CS}\left(\tilde{u} + \frac{p}{\rho} + \frac{V^2}{2} + gz\right)\rho V \cdot \hat{n}dA = \dot{Q}_{net,in} + \dot{W}_{Shaft,net in}$$
The 4th term represents:
The net rate of heat transfer into the CV
None of these are correct
The net rate of work being done on the CV
The net rate of energy flow across the control surface
Time rate of change of the total stored energy of the contents of the CV

$the energy equation for a cv is given as fracpartialpartial tintcvrho edv intcslefttildeu fracprho fracv22 gzrightrho v cdot hatnda dotqnetin dotwshaftnet in the 4th term represents the 21125$

Added by Christopher W.

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