The following figure shows a rectangular volume containing a liquid dielectric with relative permittivity K = 200. Neglect fringing effects. V₁ Depth = Lo = 1 m Air Dielectric K i₁ Lo L 5 cm 1. Find the capacitance of the setup when filled to 60%. 2. The system is initially at steady-state with V1=48VDC and 60% fill. Then, more liquid is added at a uniform and constant rate such that the tank becomes completely full in 2 minutes. Find the power being drawn from the source during this time. 3. Find the steady-state energy stored in the system once the tank is completely filled.
The following figure shows a rectangular volume containing a liquid dielectric with relative permittivity K = 200. Neglect fringing effects. V₁ Depth = Lo = 1 m Air Dielectric K i₁ Lo L 5 cm 1. Find the capacitance of the setup when filled to 60%. 2. The system is initially at steady-state with V1=48VDC and 60% fill. Then, more liquid is added at a uniform and constant rate such that the tank becomes completely full in 2 minutes. Find the power being drawn from the source during this time. 3. Find the steady-state energy stored in the system once the tank is completely filled.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Transcribed Image Text:The following figure shows a rectangular volume containing a liquid dielectric with relative
permittivity K = 200. Neglect fringing effects.
+
V₁
Depth = Lo = 1 m
Air
Dielectric K
Lo
L
5 cm
1. Find the capacitance of the setup when filled to 60%.
2. The system is initially at steady-state with V1=48VDC and 60% fill. Then, more liquid is
added at a uniform and constant rate such that the tank becomes completely full in 2
minutes. Find the power being drawn from the source during this time.
3. Find the steady-state energy stored in the system once the tank is completely filled.
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