How much heat in joules must be added to 0.841 kg of aluminu

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Homework Help Overview

The problem involves calculating the amount of heat required to change 0.841 kg of aluminum from a solid state at 130 °C to a liquid state at its melting point of 660 °C, utilizing the latent heat of fusion for aluminum.

Discussion Character

  • Exploratory, Assumption checking, Mixed

Approaches and Questions Raised

  • Participants discuss the formula for calculating heat, with one attempting to apply specific heat and latent heat values. There are questions regarding the units of specific heat and the accuracy of the latent heat value used.

Discussion Status

Participants are actively engaging with the problem, questioning the units of specific heat and the values for latent heat. There is a recognition of potential discrepancies in the values referenced, but no consensus has been reached on the correct approach or values.

Contextual Notes

There are mentions of varying values for the latent heat of fusion for aluminum, and concerns about the use of non-standard units for specific heat. Participants are navigating these discrepancies without resolving them.

Alice7979
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Homework Statement


How much heat in joules must be added to 0.841 kg of aluminum to change it from a solid at 130 °C to a liquid at 660 °C (its melting point)? The latent heat of fusion for aluminum is 4.0 x 105 J/kg.

Homework Equations


Q = mL
Total = mc∆t + mL = m(c∆t +l)

The Attempt at a Solution


i think it is it .841(.9(660-130) + 4*105) but the answer i get isn't right
 
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Alice7979 said:

The Attempt at a Solution


i think it is it .841(.9(660-130) + 4*105) but the answer i get isn't right
That 0.9, the specific heat of aluminum, is not in standard units. It’s 0.9 kilojoules / kg (or equivalently, 0.9 J / g) and not 0.9 J / kg
 
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Also, that heat of fusion should be 400000 J/kg (actually 321000 J/kg according to an internet source).
 
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Chestermiller said:
Also, that heat of fusion should be 400000 J/kg (actually 321000 J/kg according to an internet source).
I thought it was weird to say 4*105 hahaha 10^5 makes a lot more sense o:)
 
Nathanael said:
That 0.9, the specific heat of aluminum, is not in standard units. It’s 0.9 kilojoules / kg (or equivalently, 0.9 J / g) and not 0.9 J / kg
Nathanael said:
I thought it was weird to say 4*105 hahaha 10^5 makes a lot more sense o:)
Yea I didn't realize it changed it to that.
 

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