Resistance to change in temperature?

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A larger amount of hot water does indeed have more resistance to change in temperature compared to a smaller amount due to its higher heat capacity. This means that a larger volume of water can retain heat for a longer period, acting like a thermal mass. The specific heat capacity of a substance, such as water, quantifies its ability to store heat, indicating that more mass results in more heat storage. Therefore, the total heat stored is directly proportional to the mass of the water. Understanding these concepts is essential for grasping how temperature changes in different volumes of liquids.
davetheant
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I was wondering, after looking at a pot of hot water today, whether a large amount of hot water has more resistance to change in temperature than a small pot of water. I thought maybe liquids had a sort of inertia when it comes to temperature; maybe a larger amount could stay hot for longer than a smaller amount. Is this true? And if so, is there an equation that someone could give me? Thanks.
 
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davetheant said:
I was wondering, after looking at a pot of hot water today, whether a large amount of hot water has more resistance to change in temperature than a small pot of water. I thought maybe liquids had a sort of inertia when it comes to temperature; maybe a larger amount could stay hot for longer than a smaller amount. Is this true? And if so, is there an equation that someone could give me? Thanks.

Look at the definitions (in words) of "heat capacity" and "specific heat capacity".

Zz.
 
All substances have a "specific heat capacity", which is a measure of the material's capacity to store heat. This is sometimes described as "thermal mass", a useful but not entirely accurate analogy. For example, water has a higher specific heat capacity than air.

http://en.wikipedia.org/wiki/Specific_heat_capacity

The total heat stored in an object is proportional to the quantity of it; so the amount of heat stored in 1kg of water is half that of 2kg of water.
 
thanks a lot guys
 
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