lurch85
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As to the wattage, heat only gets to the garage whatever can be transferred through a one-inch text line at 22gpm
The discussion revolves around calculating the BTU (British Thermal Unit) requirements for heating a garage from 40°F to 60°F over a period of four hours, considering various factors such as insulation, outdoor temperature, and existing heating systems. Participants explore theoretical and practical aspects of heat transfer, thermal inertia, and the efficiency of different heating methods.
Participants express differing views on the best approach to calculate the required BTU, with some advocating for steady-state calculations while others emphasize the complexities of transient heating. There is no consensus on the most effective method or the exact BTU requirements, as various assumptions and conditions are debated.
Limitations include uncertainties about the thermal properties of the garage, the effectiveness of the heating systems, and the accuracy of the R-values used in calculations. Participants also note the difficulty in applying standard heating calculations to this specific scenario.
This discussion may be useful for individuals interested in heating calculations, home improvement, or those facing similar challenges in heating non-standard spaces like garages.
lurch85 said:How does that figure sort of aspect for time? Given being as decently sealed building??
lurch85 said:R 7-10 is probably more likely... 1 1/2 inch of low grade foam
24 hr * 5200 ft^2 * 20°F
------------------------- = 7.75
322,000 BTU
Time is generally not considered in this, since people rarely cycle the heat like this. But it shouldn't make much of a difference: If you've properly sized your heater, with the appropriate safety factor, the time to heat the room will be fairly short. No more than an hour and probably much less.lurch85 said:How does that figure sort of aspect for time? Given being as decently sealed building??