📄 p9_15.dir
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% Diary file pfe.dir 3/6/97
help pfe
PFE.M
Partial fraction expansion of polynomial P/Q
CALL: [K,S,p]= pfe
INPUTS: From Keyboard as array [a0 a1 ... an]
P Numerator polyomial coefficients in decending order
Q Denominator polynomial coefficients in decending order
OUTPUTS: K Column vector of coefficients
S Column vector of roots of the denominator
p Coefficients of polynomial if P/Q is not proper fraction al
% Problem 9_15 a
% Use conv to multiply polynomials
pt=[1 2] %(s+2)
pt =
1 2
pt1=conv(pt,pt)
pt1 =
1 4 4
pt2=conv(pt1,pt)
pt2 =
1 6 12 8 % % (s+1)^3
% Multiply p1,p2 and p3 |
p11=conv(p1,p2)
p11 =
1 1
p=conv(p11,p3)
p =
1 7 18 20 8
% Then multiply by s ie [1 7 18 20 8 0] coefficients
[K2,S2,p2] = pfe
Coefficients of numerator in decending order = [1 3]
P =
1 3
Coefficients of denominator in decending order = [1 7 18 20 8 0]
Q =
1 7 18 20 8 0
K2 =
1.6250 13/8
1.2500
0.5000
-2.0000
0.3750 3/8
S2 =
-2.0000
-2.0000
-2.0000
-1.0000
0
p2 = []
diary off% P9_15b
[K5,S5,P5] = pfe
Coefficients of numerator in decending order = [1 1 1]
P =
1 1 1
Coefficients of denominator in decending order = [1 2 2 0]
Q =
1 2 2 0
K5 =
0.2500 + 0.2500i
0.2500 - 0.2500i
0.5000
S5 =
-1.0000 + 1.0000i
-1.0000 - 1.0000i
0
P5 =
[]
diary off
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