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Chapter 3 Calorimetry - Specific Heat and Latent Heat
Chapter 3 Calorimetry - Specific Heat and Latent Heat

specific heat
specific heat

... Heat capacity of a body is the quantity of heat required to raise the temperature of the body by 1oC. The specific heat of a substance is the heat capacity per unit mass. Thus, heat capacity = mass x specific heat. The specific heat is essentially a measure of how thermally insensitive a substance i ...
thus
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... in the average energy of the particles, (i.e. an increase in the value of U/n), which for fixed value of V and n, U will increase. Also as T increases the value of β decreases and the shape of the exponential distribution changes will be as shown in figure (4.3).  As the macrostate of the system is ...
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... a 20-letter alphabet, namely the 20 amino acids of natural proteins. One main class of proteins is that of globular proteins, which fold into compact, more or less well-defined shapes. A key force driving the folding is hydrophobicity. Hydrophobic, or apolar, amino acids tend to fold into the interi ...
Chemistry 2 Final Exam Review_MC
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Name: Nur Sena Sevindi Class: 9/D 229 Partners: Aslıhan Tekinırk
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... capacity of tap water will be more than 4000 because of its impurity.” During the experiment, we learned that impure substances have higher specific heat capacities. ...
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... Most of the solar radiation is absorbed by the atmosphere and much of what reaches the earth's surface is radiated back into the atmosphere to become heat energy. Dark colored objects such as asphalt absorb more of the radiant energy and warm faster that light colored objects. Dark objects also radi ...
Statistical Mechanics Basis of Macleod`s Formula
Statistical Mechanics Basis of Macleod`s Formula

... change in K with respect to the temperature is small because of the fact that for a given liquid/vapor system the change in temperature is not very important compared to the initial temperature. Near the critical temperature, the surface tension remains as given by eq 14. Nevertheless, the constant ...
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Conceptual Physics. Tenth Edition

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95HE-4

... fastened while the wire is hot. Find the stress in the wire when it cools down to its original temperature, assuming the elastic limit of the wire is not exceeded. Take the coefficient of linear expansion of the steel as 1.2  10-5/OC and the modulus of elasticity as 207  109 N/m2. 8. An air reserv ...
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Thermodynamics

... Observational Fact: It is easy to change the temperature of some things (e.g. air) and hard to change the temperature of others (e.g. water) The amount of heat (Q) added into a body of mass m to change its temperature an amount ∆T is given by ...
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Heat equation



The heat equation is a parabolic partial differential equation that describes the distribution of heat (or variation in temperature) in a given region over time.
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