Re: Can anyone help please?
In that case, heat formula Q = mC(dt) is our main equation to be used.
where Q = heat energy, also expressed as Power*time
m = mass
C = specific heat value of the material to be heated
dt = change of temperature
from the standard values, C for plastics varies with respect to their nature of material:
C = 1.0 kJ/kg-K (light plastics)
C = 0.9 kJ/kg-K (sand plastics)
C = 1.3 kJ/kg-K (foam plastics)
C = 1.67 kJ/kg-K (solid plastics)
In your problem, let's say it is a solid plastic... So,
Power*time=mC(dt)
but m = density*Volume
NOTE: (density = 850 - 1400 kg/m^3) for polypropylene, PETE/PVC
Let's say we use 850 kg/m^3 as our density. Therefore,
Volume (computed based on data)= 2.177415x10^-6 cu. meter
Power*(45 sec) = (850 kg/m^3)(2.177415 x 10^-6 m^3)(1.67 kJ/kg-K)(12+273)K
Power = 19.57532375 watts
Let's say Power = 19.58 watts
Therefore, Resistance = (3.3^2)/19.58
Resistance = 0.5562 ohm (ANSWER)
Imax = 19.58/3.3
Imax = 5.933 Amps (ANSWER)
As an engineer, you'll be the one to decide what rating to be used based on the theoretical values obtained...
Good luck!!!
Added after 2 minutes:
Please be guided to the values I used as constants for specific heat of plastic, and its density...
Just alter them based on your values used...
I just showed the solution flow..