Convert a function into a matrix

I want (h(t)) to be in form of matrix, how to do it?

Parameters= {'R0','R1','C1','Qr','bo','b1','SOC','Vrc','Voc'};

R0=0.000605797;
Qr=147964.8608;
R1=0.000856205;
C1=0.049823238;


% X=[SOC;Vrc];
A=[0 0;0 -1/R1*C1];
B=[1/Qr;1/C1];
C=[1 1];
D= R0;
% u=Il;
sys= ss(A,B,C,D);
tfsys = tf(sys);
n = tfsys.Numerator;
d = tfsys.Denominator;
syms s t 
H(s) = poly2sym(n,s) / poly2sym(d,s)
H = vpa(H, 5);
h(t) = ilaplace(H)
h = vpa(h, 5)
figure
fplot(h)
grid
axis([0  0.1  0  20])

Answer 1

[Chunru]

Parameters= {'R0','R1','C1','Qr','bo','b1','SOC','Vrc','Voc'};
R0=0.000605797;
Qr=147964.8608;
R1=0.000856205;
C1=0.049823238;
% X=[SOC;Vrc];
A=[0 0;0 -1/R1*C1];
B=[1/Qr;1/C1];
C=[1 1];
D= R0;
% u=Il;
sys= ss(A,B,C,D);
tfsys = tf(sys);
n = tfsys.Numerator;
d = tfsys.Denominator;
syms s t 
H(s) = poly2sym(n,s) / poly2sym(d,s)

H(s) = 

H = vpa(H, 5);
h(t) = ilaplace(H)

h(t) = 

% h = vpa(h, 5)
figure
fplot(h)
grid
axis([0  0.1  0  20])

t1=linspace(0, 0.1, 21)

t1 = 1×21

0 0.0050 0.0100 0.0150 0.0200 0.0250 0.0300 0.0350 0.0400 0.0450 0.0500 0.0550 0.0600 0.0650 0.0700 0.0750 0.0800 0.0850 0.0900 0.0950 0.1000

h1 = double(h(t1))

h1 = 1×21

Inf 15.0041 11.2163 8.3847 6.2680 4.6857 3.5028 2.6185 1.9575 1.4633 1.0939 0.8177 0.6113 0.4570 0.3416 0.2554 0.1909 0.1427 0.1067 0.0798 0.0596

[Hend Mostafa]

Can I have the matrix of h(t) without substituting the value of t?

[Chunru]

Without substituting t, h(t) is a symbolic function rather than a matrix.

[Hend Mostafa]

I can't understand.. I can convert it into a matrix? because each term represent a term for me so I want it to be in a matrix form in order to see what are the terms

[Hend Mostafa]

how to convert this symbolic function into a matrix?

[Chunru]

Can you explain what you want to store in the matrix? What is tge tern you are referring to? Show some examples.

[Hend Mostafa]

The H(s) function in the code is supposed to be two terms, the state of charge (SOC) and voltage drop (Vrc), but I dont know which terms they are, so I want it to be converted in to a matrix 2x1 in order to identify which terms

[Chunru]

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