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Title: Basic electrical engineering
Description: For preparation

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-1
 V - Vc dVc   RC dt
-t
K
RC
When, t  0, Vc  0
log V - Vc  

(i )

log V   K

dq
 Vc
dt
d  CVc 

(ii )

Solve equation (i) and (ii)
-t
log V - Vc  
 log V 
RC
-t
log V - Vc  - log V  
RC
 V - Vc  -t
log 

 V  RC

-t
K
RC
When, t  0, Vc  V
log Vc  

(i )

log V   K

(ii )

Solve equation (i ) and (ii )
-t
log Vc  
 log V 
RC
-t
log Vc  - log V  
RC
 Vc  -t
log   
 V  RC
 Vc
V


-t

 RC
e

-t

Vc  Ve RC

-t

 V - Vc  RC
 V e


-t
V 
1-  c   e RC
V 

PiyushRupala, EE Department

Basic Electrical Engineering (3110005)

25

1
...
C
...
632 V

vc
vc

0
...
46Charging voltage of capacitor

Figure 1
...
37 Im

ic
0
...
47Charging current of capacitor

Figure 1
...
16
...
D
...
Circuits
Charging of Inductor
R

+

Discharging of Inductor

-

+

VR

V

+
-

-

VR

+

L

VL

R

V

+
-

+

L

VL

-

Figure 1
...
50Charging of inductor

From KVL,
di
V - iR - L  0
dt
di
V - iR  L
dt
di
dt


V - iR
L
1
1

di   dt
V - iR
L
-R
-R

di   dt
V - iR
L
 -R 
 log V - iR     t  K
 L
When, t  0, i  0
log V   K
 -R 
 log V - iR     t  log V 
 L
 -R 
 log V - iR  - log V     t
 L
 V - iR   -R 
 log 
   t
 V   L
 -R 

 V - iR   L t

e
 V 
 -R 

 t
R
1-   i  e  L 
V 
 -R 
 t 
V
i   1- e  L  

R 

 -R 

 t 
i  Im  1- e  L  







(i )

(ii )

Solve equation (i ) and (ii )

i  Im 1- e  λt

-

From KVL,
di
-iR - L  0
dt
di
-iR  L
dt
di
-R

 di
i
L
1
-R
  di
  dt
i
L
 -R 
 log  i     t  K
 L
V
When, t  0, i 
R
V 
log    K
R
Solve (i ) and (ii )

(i )

(ii )

 -R 
V 
 log  i     t  log  
 L
R
 V   -R 
 log  i  - log      t
R  L 
 i  -R
   t
 log 
 V   L 
 R
 i   - R t
  e L 

V 
 R
 -R 

V  t
i  e  L 
R
V  λt
i  e
R



PiyushRupala, EE Department

Basic Electrical Engineering (3110005)

27

1
...
C
...
632 Im

 -R 

 t 
i  Im  1 - e  L  





i

iL

iL

V  λt
e
R

0
...
52Charging current of inductor

PiyushRupala, EE Department

λ

t

Figure 1
Title: Basic electrical engineering
Description: For preparation