a problem with linear system of 4 differential equation

Hi everyone,

I have 4 linear system of differential equations which are

eqn_1:diff(u(z),z,1)+om(z)=0;
eqn_2:diff(om(z),z,1)-m(z)/d-(gam^2*p/d)=0;
eqn_3:diff(m(z),z,1)-t(z)=0;
eqn_4:diff(t(z),z,1)+p=0;


My initial conditions are u(0)=0, om(0)=0
My boundary conditons are u(L)=0, m(L)=0

I would like to find u(z), om(z), m(z) and t(z) 

So, I tried to use desolve function to solve this equation system. But I
couldn't. Can anyone help me to solve this system.

Thanks in advance

 
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