Specific heat is the amount of energy it takes to raise a unit mass of the substance by one degree Celsius. For each unit of specific heat applied to a substance its temperature will increase by a set amount.
The higher the temperature, the more kinetic energy. A good example of this is water which is being brought to the boil. As the temperature increases, the more movement occurs in the water.
Science!
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As the temperature increases, the phases change from having the slowest amount of molecules to having the fastest amount of molecules (solid-liquid-gas)
Due to thermal expansion, as temperature increases, density decreases.There is no simple relationship. Usually, but not always, if a substance is heated, it will expand, thus decreasing its density.
JaMason the stud who is way kewler than JaZach and is equivilent to chuck norris, is the relationship between voltage and temperature.
Density is directly proportional to the specific heat.
Phase diagram?
There is a very great relationship between density and specific gravity. Density contributes to the weight of a substance under specific gravity.
Specific gravity is the density of a substance, compared to (divided by) the density of a reference substance, usually water.
Phase diagram?
change in temperature does not effect specific heat. for example,specific heat of water is 4.14 j/g.k at any temperature
higher temperature makes the molecule mvoes more faster and speeds further apart.
The specific heat of any substance can be found by calculating the amount of heat required to raise a unit mass quantity of it by 1 degree. The relationship between heat and temperature change is Q=cm(change in T) where Q is heat in Joules, c is the specific heat, m is the mass, and T is the temperature.
When heat is transferred in a space the average energy of the particles - the temperature of the substance - is affected, by increasing or decreasing. The change in temperature depends on the number of particles affected.
The reaction rate is the rate at which the moles of substance change that varies with both temperature and concentration of the reactants. The specific rate constant is a proportionality constant that will vary only with temperature.
There is an inverse relationship between temperature and viscosity. That is, as the temperature increases, the viscosity decreases (the fluidity increases. However, the exact nature of the relationship is far from straightforward.
The relationship between pressure and temperature depends on the conditions and the substance involved. In general, for ideal gases, pressure and temperature are related by the ideal gas law, which is given by the equation: � � = � � � , PV=nRT, where: � P is the pressure, � V is the volume, � n is the number of moles of gas, � R is the ideal gas constant, and � T is the temperature in kelvin. According to the ideal gas law, pressure is directly proportional to temperature when other parameters are held constant. This means that, for an ideal gas, if the temperature increases while other factors remain constant, the pressure will also increase, and vice versa. However, for real gases and under certain conditions, the relationship between pressure and temperature can be more complex, and deviations from ideal behavior may occur. In some cases, other factors such as intermolecular forces and the nature of the substance can affect the relationship between pressure and temperature. Therefore, it's important to consider the specific conditions and properties of the substance in question.