What net heating is added to the Earth via hydrocarbon combustion and how does this compare to solar heating?
What net heating is added to the Earth via hydrocarbon combustion and how does this compare to solar heating?
What net heating is added to the Earth via hydrocarbon combustion and how does this compare to solar heating?
No politically correct BS please, only facts established through TRUE SCIENTIFIC studies.
The heat energy delivered by the sun dwarfs any heat energy release from hydrocarbon combustion.
The sun delivers about 1300W/m**2 at the edge of the atmosphere. The projected area of the earth is pi*R**2 where R = 6367km
A = pi*(6367e3)**2 = 1.27e14 m**2
P = 1300*1.27e14 = 165,000,000 GW
So, the sun delivers 165,000,000 Gigawatts of energy every second!
[SMP_MESSAGE]
Related posts:
- Compare home heating oil prices with natural gas? Is there anyway to accurately compare home heating oil prices with natural gas prices since both use different units of measurement for usage and price? Thanks. Jim Admin @ www.HeatingForHome.com [SMP_MESSAGE]...
- Compare Heat Pumps compare heat pumps 2010 in health: Along with Obama Care, strides made against infections, obesity, cancer Let’s not overlook the milestones that changed the outlook for medicine and health in 2010. In choosing our top 10, we gave extra points to practical value, effect on lives and relevance to the Northwest. why do people think [...]...
- Explain how the uneven solar heating of the Earth causes air circulation in the atmosphere? Explain how the uneven solar heating of the Earth causes air circulation in the atmosphere? The Weather Glossary Terms used by meteorologists, forecasters, weather observers, and in weather forecasts
 compiled from several sources. Explain how the uneven solar heating of the Earth causes air circulation in the atmosphere? and what are the effects of the [...]...
May 5th, 2010 at 6:06 pm
The heat energy delivered by the sun dwarfs any heat energy release from hydrocarbon combustion.
The sun delivers about 1300W/m**2 at the edge of the atmosphere. The projected area of the earth is pi*R**2 where R = 6367km
A = pi*(6367e3)**2 = 1.27e14 m**2
P = 1300*1.27e14 = 165,000,000 GW
So, the sun delivers 165,000,000 Gigawatts of energy every second!