Sorry to bug you again sir, in the equation of Newton's law of cooling. Can i use the K for my material? if so, what unit should i be following. Assuming I have my temperatures as Celsius and my time as minutes. What would be the unit I would use for K?
Update: i guess about now i seem to have found Newtons law of cooling as a guide to answer my question as what chester said and i will try to mix it up with the link i posted above. Hopefully i can finish it within tomorrow if i would have spare time.
Once again i'd like to thank mr chester...
Thanks for the reply :) Yes I will still do that kind of testing at certain time where i would put a thermometer or data logger in the container to see how long will the temperature last. But I would like to know the estimated time on how long it could last with computation :)
I would like to...
I think i did my calculations wrong again T_T
Below is the snap of my calculation.
Another thing sir, i seem to have found a new reference, can you verify it if you have the time if this relates to my problem :)
http://www.fao.org/docrep/006/y5013e/y5013e0a.htm
Thanks again for replying to me sir, though I am sorry for the late reply.
I would like to ask this about Newton's law of cooling. Does the equation factor the thermal conductivity of the material and its thickness or do i neglect it? sorry again for this simple question as i don't have any...
Thanks for the reply sir chestermiller :)
now i got my initial equilibrium temperature, it is also illustrated below.
t1 = ice temperature = 0 Celsius
t3 = outside temperature or room temperature = 32 Celsius
d1 = inner diameter of the container = 8 inches
d2 = outside diameter of the...
Thanks for the reply. As of now I'm still reviewing my past lessons about heat transfer. I seem to be on conduction thru a cylindrical wall.
With this topic i can calculate the heat transfer thru the differential thickness with its unit as btu/hr or kj/hr.
Btw, i assume my calculations as...
Good day to all,
Hi, i would like to ask if there is a way to calculate the temperature change at a given time. I will use this as a basis for my study which is about designing an ice container and i would like to know how long does my ice last given its own temperature and the outside...