chapter 3 inductance and capacitance - michigan technological … notes/chapter... ·...
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ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
Chapter 3Inductance and Capacitance
1. Find the current (voltage) for a capacitance or inductance given the voltage (current) as a functionof time.
2. Compute the capacitance of a parallel-plate capacitor.
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
3. Compute the stored energy in a capacitance or inductance.
4. Describe typical physical construction of capacitors and inductors and identify parasitic effects.
5. Find the voltages across mutually coupled inductances in terms of the currents.
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
CAPACITANCE
Cvq =
dtdvCi =
( ) ( ) ( )0
0
tqdttitqt
t
+= ∫
( ) ( ) ( )0
0
1 tvdttiC
tvt
t
+= ∫
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
Capacitance of the Parallel-Plate Capacitor
WLAdAεC ==
mF 1085.8 120
−×≅ε
0εεε r=
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
INDUCTANCE
( )dtdiLtv =
( ) ( ) ( )0
0
1 tidttvL
tit
t
+= ∫
( ) ( )tLitw 2
21=
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance
ELECTRICAL
ENGINEERINGPrinciples and
Applications
SE OND EDITION
Chapter 3Inductance and Capacitance