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Fresnel_c

 Function: fresnel_c (<z>)
     The Fresnel Integral C(z) = integrate(cos((%pi/2)*t^2),t,0,z).
     (A&S 7.3.1)

The simplification fresnel_c(-x) = -fresnel_c(x) is applied when flag trigsign is true.

     The simplification fresnel_c(%i*x) =  %i*fresnel_c(x) is applied
     when flag %iargs is true.

See flags erf_representation and hypergeometric_representation.

(%o1)                                true
(%i2) 

Related Examples

fresnel_c-fresnel_s-plot2d
plot2d([parametric,fresnel_c(t),fresnel_s(t),[t,0,7]],[nticks,300]);

plot2d([parametric,fr...

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fresnel_c

? fresnel_c;

Calculate

fresnel_c-fresnel_s-round-sqrt

w:180;

a:w/(fresnel_c(sqrt(%...

round(a);

Calculate

fresnel_c-fresnel_s-round-sqrt

w:180;

a:w/(fresnel_c(sqrt(%...

round(a);

Calculate

fresnel_c-pi

fresnel_c(%pi);

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fresnel_c-fresnel_s-round-sqrt

w:180;

a:w/(fresnel_c(sqrt(%...

round(a);

Calculate

fresnel_c-fresnel_s-sqrt

w:36;

a:w/(fresnel_c(sqrt(%...

Calculate

fresnel_c

fresnel_c(1);

Calculate

fresnel_c-fresnel_s-round-sqrt

w:180;

a:w/(fresnel_c(sqrt(%...

round(a);

Calculate

fresnel_c

x(t):= ''fresnel_c (z);

Calculate