Question

Write the possible solutions of one dimensional heat equations

Answer 1

$<font color="red"><h1>HELLO FRIEND</h1></font> <b><font color="green"><marquee>Here is your answer.</marquee></font></b><hr size=3 color="blue"> The one-dimensional heat flow equation is ∂u/∂t = (c^2)∂^2(u)/∂x^2 The most general solution to this equation is: U(x,t) = [C1Cosλ^2 + C2Sinλ^2]C3e^-(c^2λ^2)t Of course, if you want to avoid this difficult equation and just get an answer, you can always use Q/t = kA(T2 – T1)/d Where Q/t is J/s = Watts k is the thermal conductivity of the material A is the area through which the heat is flowing T2 – T1 is the temperature difference between the hot side and the cold side d is the thickness of the wall <hr size=3 color="green"><font color=#800080> <b>HOPE IT HELPS<BR>PLEASE MARK IT AS A BRAINLIEST ANSWER<BR>PLEASE FOLLOW ME</b><BR><BR></font><font color="red"><b>About me: </b><I>Shivam shaurya$