Modeling Cellular Motility Using Data
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How would I model cellular motility from this format 
This is what my data looks like.
t=48; % total time elapsed in hours
C = [89.1 98.6 41.3751 124 54]; % cell density in cells/mm^2
C0= 12 * 10^6 * .025 /( 1.495 * 10 ); (initial cell density estimate at edge of wall in cells/mm^2)
X = [.08090614887 0.242718446 0.4045307443 0.5663430421 0.7281553398]; % Distance in mm from the edge of the wall where cells move away from
% HERE IS MY CODE.
Z = erfinv(1-(C./C0));
Q = X.*2.*sqrt(t);
U = ((1./(Q.*Z).^2)) ;
figure('Name', 'Model')
subplot(121)
plot(X,U)
title('Cell Density and Distance Model (+EGF)')
xlabel('Distance from Well Edge (mm)')
Conceptually I don't understand the motility coefficient well enough and I don't think my professor does either after asking. The data that I posted is all I have to go off of.
mathematical-modeling biology
asked Nov 14 at 21:08
user9995331
1116
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up vote
0
down vote
favorite
How would I model cellular motility from this format
This is what my data looks like.
t=48; % total time elapsed in hours
C = [89.1 98.6 41.3751 124 54]; % cell density in cells/mm^2
C0= 12 * 10^6 * .025 /( 1.495 * 10 ); (initial cell density estimate at edge of wall in cells/mm^2)
X = [.08090614887 0.242718446 0.4045307443 0.5663430421 0.7281553398]; % Distance in mm from the edge of the wall where cells move away from
% HERE IS MY CODE.
Z = erfinv(1-(C./C0));
Q = X.*2.*sqrt(t);
U = ((1./(Q.*Z).^2)) ;
figure('Name', 'Model')
subplot(121)
plot(X,U)
title('Cell Density and Distance Model (+EGF)')
xlabel('Distance from Well Edge (mm)')
Conceptually I don't understand the motility coefficient well enough and I don't think my professor does either after asking. The data that I posted is all I have to go off of.
mathematical-modeling biology
asked Nov 14 at 21:08
user9995331
1116
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
How would I model cellular motility from this format
This is what my data looks like.
t=48; % total time elapsed in hours
C = [89.1 98.6 41.3751 124 54]; % cell density in cells/mm^2
C0= 12 * 10^6 * .025 /( 1.495 * 10 ); (initial cell density estimate at edge of wall in cells/mm^2)
X = [.08090614887 0.242718446 0.4045307443 0.5663430421 0.7281553398]; % Distance in mm from the edge of the wall where cells move away from
% HERE IS MY CODE.
Z = erfinv(1-(C./C0));
Q = X.*2.*sqrt(t);
U = ((1./(Q.*Z).^2)) ;
figure('Name', 'Model')
subplot(121)
plot(X,U)
title('Cell Density and Distance Model (+EGF)')
xlabel('Distance from Well Edge (mm)')
Conceptually I don't understand the motility coefficient well enough and I don't think my professor does either after asking. The data that I posted is all I have to go off of.
mathematical-modeling biology
asked Nov 14 at 21:08
user9995331
1116
How would I model cellular motility from this format
This is what my data looks like.
t=48; % total time elapsed in hours
C = [89.1 98.6 41.3751 124 54]; % cell density in cells/mm^2
C0= 12 * 10^6 * .025 /( 1.495 * 10 ); (initial cell density estimate at edge of wall in cells/mm^2)
X = [.08090614887 0.242718446 0.4045307443 0.5663430421 0.7281553398]; % Distance in mm from the edge of the wall where cells move away from
% HERE IS MY CODE.
Z = erfinv(1-(C./C0));
Q = X.*2.*sqrt(t);
U = ((1./(Q.*Z).^2)) ;
figure('Name', 'Model')
subplot(121)
plot(X,U)
title('Cell Density and Distance Model (+EGF)')
xlabel('Distance from Well Edge (mm)')
Conceptually I don't understand the motility coefficient well enough and I don't think my professor does either after asking. The data that I posted is all I have to go off of.
mathematical-modeling biology
mathematical-modeling biology
asked Nov 14 at 21:08
user9995331
1116
asked Nov 14 at 21:08
user9995331
1116
asked Nov 14 at 21:08
user9995331
1116
asked Nov 14 at 21:08
user9995331
1116
asked Nov 14 at 21:08
user9995331
1116
1116
add a comment |
add a comment |
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