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Hello
I am trying to put together a system - think of it as a mini oven that reaches temperatures of no higher than about 75-80 degrees C but normally up to about 50 degrees.
Initially, I'm trying to find out what power would be required to warm a space up to that temperature.
I started with the equations for some rough calculations
Heat up 1 m^3 of air to 50 degrees in the time of 10 minutes.
Started with:
Q = Cp.m.T
Q - Amount of heat (KJ)
Cp - Specific heat (KJ/Kg K)
m - Mass
T - Temperature (Kelvin)
Cp for air is 1.01 (pressure remains constant)
mass = 1.294 kg (worked it from P = RρT)
1 Watt = 1 joule per second
Basically I worked out that it would take a measly 10.89 watts to achieve this.
Q = Cp.m.T
Q = 1.01 x 1.294 x 50
Q = 65.347 KJ
so to heat up this 1m^3, I'd need:
Power = 65347 joules / 600 seconds
Power = 108.91 watts.
For a start.
Does this seem feasible to people? Part of me thinks yes... I think of how much heat a 100 watt light bulb emits and that's made to generate more light than heat.
If it doesn't please let me know where I might be going wrong.
----------------------------------------------------------
The main question of this thread though is:
What would be the best way to translate that 108 watts into power to heat up that space.
e.g. a light bulb style filament - only slightly thicker?
Is there any way of working out what length filament would be ok to use or is that not an issue?
Many thanks for contributions.
I am trying to put together a system - think of it as a mini oven that reaches temperatures of no higher than about 75-80 degrees C but normally up to about 50 degrees.
Initially, I'm trying to find out what power would be required to warm a space up to that temperature.
I started with the equations for some rough calculations
Heat up 1 m^3 of air to 50 degrees in the time of 10 minutes.
Started with:
Q = Cp.m.T
Q - Amount of heat (KJ)
Cp - Specific heat (KJ/Kg K)
m - Mass
T - Temperature (Kelvin)
Cp for air is 1.01 (pressure remains constant)
mass = 1.294 kg (worked it from P = RρT)
1 Watt = 1 joule per second
Basically I worked out that it would take a measly 10.89 watts to achieve this.
Q = Cp.m.T
Q = 1.01 x 1.294 x 50
Q = 65.347 KJ
so to heat up this 1m^3, I'd need:
Power = 65347 joules / 600 seconds
Power = 108.91 watts.
For a start.
Does this seem feasible to people? Part of me thinks yes... I think of how much heat a 100 watt light bulb emits and that's made to generate more light than heat.
If it doesn't please let me know where I might be going wrong.
----------------------------------------------------------
The main question of this thread though is:
What would be the best way to translate that 108 watts into power to heat up that space.
e.g. a light bulb style filament - only slightly thicker?
Is there any way of working out what length filament would be ok to use or is that not an issue?
Many thanks for contributions.