Friday, November 27, 2009
Saturday, November 14, 2009
Sunday, November 8, 2009
Thursday, November 5, 2009
Wednesday, November 4, 2009
Order of an System , Time Constants & Response of Systems
http://en.wikibooks.org/wiki/Control_Systems/System_Metrics#System_Order
Didn't have the Art Of Control Engineering textbook today.
So here is from the web:
Time Constants
http://www.facstaff.bucknell.edu/mastascu/eLessonsHTML/SysDyn/SysDyn3TCBasic.htm
System Response Identification
http://www.facstaff.bucknell.edu/mastascu/econtrolhtml/SysIdent/Ident1.html
Didn't have the Art Of Control Engineering textbook today.
So here is from the web:
Time Constants
http://www.facstaff.bucknell.edu/mastascu/eLessonsHTML/SysDyn/SysDyn3TCBasic.htm
System Response Identification
http://www.facstaff.bucknell.edu/mastascu/econtrolhtml/SysIdent/Ident1.html
Tuesday, November 3, 2009
Inconsistency in lecture notes.
1. ECE3031, Lecture No 6
Page 12, Figure 3.2 , the backemf is vw(t).
Page 14 onwards, backemf is Ɛ(t).
2. ECE3031, Lecture No 7
Page 19, the Kp term is missing from the SSE eqs.
3. ECE3031, Lecture No 9
Page 9, Gk(s)? What is it? Closed loop transfer function?
4. ECE3031, Lecture No 14
Page 17, Mp is supposed to be 0.05
Page 20, Is that correct -1.5-2
5. ECE3031, Lecture No 15
Page 17, Its not really clear. What if you have zeros in RHP? We'll get a encirclement right?
Page 12, Figure 3.2 , the backemf is vw(t).
Page 14 onwards, backemf is Ɛ(t).
2. ECE3031, Lecture No 7
Page 19, the Kp term is missing from the SSE eqs.
3. ECE3031, Lecture No 9
Page 9, Gk(s)? What is it? Closed loop transfer function?
4. ECE3031, Lecture No 14
Page 17, Mp is supposed to be 0.05
Page 20, Is that correct -1.5-2
5. ECE3031, Lecture No 15
Page 17, Its not really clear. What if you have zeros in RHP? We'll get a encirclement right?
Monday, November 2, 2009
When capacitors are no longer capacitors.
Read the link given below
http://www.ecircuitcenter.com/Circuits/cmodel1/cmodel1.htm
And the post below.
You must know when it is no longer a capacitor.
Its determined by a) capacitance & self-resonant frequency which is always given by the caps datasheet.
In the previous attempts, my electrolytic was probably acting as an inductor. The WIMA was acting as a capacitor.
In my DC buck converter, I know why I have a voltage ripple. At f = 50 kHz, I get an impedance of 2.5 from my RC network. You can calculate the Z magnitude manually or through bode plots. So if I have a current ripple of A, my voltage ripple V = A * Z.
http://www.ecircuitcenter.com/Circuits/cmodel1/cmodel1.htm
And the post below.
You must know when it is no longer a capacitor.
Its determined by a) capacitance & self-resonant frequency which is always given by the caps datasheet.
In the previous attempts, my electrolytic was probably acting as an inductor. The WIMA was acting as a capacitor.
In my DC buck converter, I know why I have a voltage ripple. At f = 50 kHz, I get an impedance of 2.5 from my RC network. You can calculate the Z magnitude manually or through bode plots. So if I have a current ripple of A, my voltage ripple V = A * Z.
F1 Abu Dhabi
Ok,
Laplace of derivative is done 'by parts'
http://en.wikipedia.org/wiki/Laplace_transform#Example_.231:_Solving_a_differential_equation
First Order Differential circuit simulation using PSIM
In gmail attachment.
3. Need to read this
http://www.ecircuitcenter.com/Circuits/cmodel1/cmodel1.htm
EDIT--------------------------------------------------------------------
Tried it on circuit maker and PSIM, doesn't really explain it clearly.
So I decided to do V(s) = I(s)Z(s)
So V(s)/I(s) = Z(s)
Z(s) = (L*C*s^2 R*C*s 1)/( C*s )
Did a bode plot of this using MATLAB
---------- start of MATLAB code -----------
L = 25.3e-9
R = 0.03
C = 1e-6
num = [L*C R*C 1]
den = [C 0]
sys = tf(num,den)
bode(sys)
grid on
---------- end of MATLAB code ------------
See gmail for attachment - RLC capacitor
Laplace of derivative is done 'by parts'
http://en.wikipedia.org/wiki/Laplace_transform#Example_.231:_Solving_a_differential_equation
First Order Differential circuit simulation using PSIM
In gmail attachment.
3. Need to read this
http://www.ecircuitcenter.com/Circuits/cmodel1/cmodel1.htm
EDIT--------------------------------------------------------------------
Tried it on circuit maker and PSIM, doesn't really explain it clearly.
So I decided to do V(s) = I(s)Z(s)
So V(s)/I(s) = Z(s)
Z(s) = (L*C*s^2 R*C*s 1)/( C*s )
Did a bode plot of this using MATLAB
---------- start of MATLAB code -----------
L = 25.3e-9
R = 0.03
C = 1e-6
num = [L*C R*C 1]
den = [C 0]
sys = tf(num,den)
bode(sys)
grid on
---------- end of MATLAB code ------------
See gmail for attachment - RLC capacitor
Sunday, November 1, 2009
Post-PC installation steps
- Windows 7
- Activate Windows 7
- Install drivers
- 7-zip
- Teracopy
- PDFcreator
- Firefox
- Firefox - Adblock Plus
- Firefox - Flash
- Firefox - Download statusbar
- Adobe Reader
- vlc
- Itunes
- Casio fx-9860 scientific calculator
- Windows Live Messenger
- Microsoft Office
- Microsoft Visio
- Microsoft Project
- MATLAB
- PSIM
- Skype
ESR
http://wiki.xtronics.com/index.php/Capacitors_and_ESR
http://www.ecircuitcenter.com/Circuits/cmodel1/cmodel1.htmWritten on main page:
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