Solving the Mystery of Heat on Earth: Average Energy Needed to Warm the Planet

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Determining the average energy required to warm the Earth by 1 degree involves complex considerations of specific heat capacities of various materials. While averaging specific heat capacities of Earth’s components, such as water and air, may seem feasible, it overlooks critical factors like the distinct thermal properties of different materials and their interactions. The core of the Earth is significantly hotter than the surface, raising questions about the time required for thermal equilibrium. Additionally, phase changes and chemical reactions occurring within that temperature change complicate the calculation, making it challenging to derive a sensible average. Overall, while the concept of averaging specific heat capacities is intriguing, practical application requires a nuanced understanding of Earth's diverse materials and their thermal behaviors.
Blissfulpain
[SOLVED] Heat on Earth

just curious... would it be reasonable to add up all the materials in Earth and then average their specific heat capacities to determine an average amount of energy needed to warm the Earth by 1 degree?

i suppose it could be broken down to if you have 1 mol of liquid water and 1 mol of gaseous oxygen... and you try and heat both to 26 degrees celcius from 25 degrees celcius while they are mixed... can you average the specific heat capacities and then do the equation in one step.. or must you do the calculation for the energy required for water and oxygen seperately?

i realize water and air don't mix.. but i still want to know if it holds true in a situation like that :) i suppose water and dissolved salt would make a better example... does the water's capacity get affected by being salinated?
 
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just curious... would it be reasonable to add up all the materials in Earth and then average their specific heat capacities to determine an average amount of energy needed to warm the Earth by 1 degree?
To some 0-th order, maybe; but how and where would you apply such a concept?

Consider, the core is much hotter than the surface, and it will take how long for the two to come to thermal equilibrium?

Also, there are rather too many phase changes that could happen in that 1 degree, so how do you make a sensible average to incorporate that?

Finally, how many chemical reactions will change over that one degree, and by how much?
 
good points there.. hmm.

never mind then... this gives me lots to think about thx
 
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