Recent content by victor77
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Solve Diffusion Equation for 2nd BC w/ Source s(x)=cos(x)
i read the lamarsh(intro to nuclear reactor ) book but in lamarsh(intro to nuclear enginnering ) problem 34 he use laplace transformtion that why i am confused now ,,anyway thank for helping- victor77
- Post #8
- Forum: Nuclear Engineering
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Solve Diffusion Equation for 2nd BC w/ Source s(x)=cos(x)
i do not have the power, i am thinking to use laplace transformtion if the boundary condition flux( ±a ) = 0 Derivative flux(0)=0- victor77
- Post #5
- Forum: Nuclear Engineering
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Solve Diffusion Equation for 2nd BC w/ Source s(x)=cos(x)
this is for reactor but in my case it is a moderator- victor77
- Post #3
- Forum: Nuclear Engineering
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Solve Diffusion Equation for 2nd BC w/ Source s(x)=cos(x)
Hi In diffusion equation ,if we have a infinite slab of moderator with thickness ±a and the sources is s(x)= cos(x) i think the first boundary flux( ±a ) = 0 what will be the second boundary condition ??- victor77
- Thread
- Diffusion Diffusion equation
- Replies: 9
- Forum: Nuclear Engineering
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Undergrad Laplace transform to solve a nonhomogeneous equation
Mod note: Moved from a Homework section can i use the Laplace transform to solve a nonhomogeneous equation if i have these Initial condition s(x) and s(-x)- victor77
- Thread
- Laplace Laplace transform Nonhomogeneous Transform
- Replies: 3
- Forum: Differential Equations