Work out what the interior temperature will be

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SUMMARY

The calculation of interior temperature by Solar Mission Technologies involves assessing the square footage of solar collectors and the heat gained from solar radiation, measured in BTU per day per square foot. For example, in Toronto, the heat ratings vary by month, with July reaching 1,968.6 BTU. The speed of rising air is determined by the volume of air and the size of the opening, with friction losses in the chimney and turbine affecting airflow. Understanding these factors is crucial for accurate temperature and airflow predictions.

PREREQUISITES
  • Understanding of BTU (British Thermal Unit) measurements
  • Knowledge of solar radiation effects on temperature
  • Familiarity with airflow dynamics and volume calculations
  • Basic principles of thermodynamics related to heat transfer
NEXT STEPS
  • Research solar collector efficiency and design
  • Learn about airflow calculations in HVAC systems
  • Study the impact of friction losses in duct systems
  • Explore seasonal variations in solar radiation for different geographical locations
USEFUL FOR

Engineers, architects, and energy efficiency consultants interested in solar heating systems and airflow dynamics will benefit from this discussion.

CyberJay
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hi ppl,

How do these guys http://www.solarmissiontechnologies.com/ work out what the interior temperature will be and how fast the resulting hot air will move?
thanks :)

CJ
 
Engineering news on Phys.org
Hi CyberJay,

They calculate the temperature of the air based on the square footage of collector and the amount of heat gained by solar radiation, through that material, in that location, at various times of day and various times of the year, per square foot.

For instance, the following ratings are for toronto Canada (all measurements are in BTU per day per sq. ft.):

April - 1,388.2
May - 1,785.2
June - 1,941.7
July - 1,968.6
August - 1,622.5
September - 1,284.1

Closer to the equator, the ratings would be better.

The speed of the rising air can be determined if you know the volume of air and the opening size through which it will pass. An example would be 1000 cubic feet of air moving through a 1 square foot opening in 1 minute would be moving at a rate of 1000 feet per minute. If the opening is increased to 2 square feet the rate drops to 500 feet per minute. They also need to consider the losses due to friction in the walls of the chimney, losses due to the turbine, these will all slow the rising air.
 

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