How to find the characteristic surfaces of of this equation: $$\partial^{2}_{tt}+x\partial^{2}_{tz}=0, \ (t,x,z)\in R^{3}$$
I found : $$z=tx+c,$$ but I'm not sure. Is it correct?
Thanks in advance.
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How to find the characteristic surfaces of of this equation: $$\partial^{2}_{tt}+x\partial^{2}_{tz}=0, \ (t,x,z)\in R^{3}$$ I found : $$z=tx+c,$$ but I'm not sure. Is it correct? Thanks in advance. |
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