Newton's Law of cooling can also be stated as
ln(TObj-TEnv) = kt+c
k can therefore be found by finding the gradient of the trend line of the natural logarithm of the difference in temperature between object and the environment as a function of time.
However, would I be correct in thinking...
Newton's Law of Cooling basically states (I believe):
TObj = (TInital-TEnv)ekt + TEnv
where k is a property of the material.
In the equation:
Q=mCΔT
Specific heat capacity, C, is also a material property.
So here's my question:
Is there a relation between Newton's Law's k and the...