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//The direct stresses at a point in the strained material are 120 N/mm2 compressive and 80 N/mm2 tensile. There is no shear stress.
//
//variable declaration
//The plane AC makes 30° (anticlockwise) to the plane of px (y-axis). Hence theta= 30°. px = 80 N/mm^2 py = – 120 N/mm^2 ,q = 0
px=(80)
py=(-120)
q=(0)
theta=30
pn=((px+py)/2)+((px-py)/2)*cos(2*theta*%pi/180)+q*sin(2*theta*%pi/180)
printf("\n pn= %0.0f N/mm^2",pn)
pt=((px-py)/2)*sin(2*theta*%pi/180)-q*cos(2*theta*%pi/180)
printf("\n pt= %0.1f N/mm^2",pt)
p=sqrt((pn**2)+(pt**2))
printf("\n p= %0.2f N/mm^2",p)
alpha=atan(pn/pt)*180/%pi
printf("\n alpha= %0.1f °",alpha)
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