Editing HeatEquation
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'''The Heat Equation''' <br>Julianna Hopkins 2005<br> <br> The heat equation is used to determine the heat gained or lost during a reaction. deltaH=m*c*deltaT<br> ''deltaH''- Change in energy<br> ''m''- mass of system <br> ''deltaT''- change in temperature (final - initial) <br> ''c''- specific heat (found in book) <br> <br> '''Procedures''' <br> Step 1: Identify your system and your surroundings. The system is what you are working with in the equation. <br> Step 2: Write equation and give values to the variables. <br> Step 3: Solve for x <br> <br> '''Example 1''' <br> 500 g of water is in a calorimeter. An endothermic reaction takes place. After the reaction, the temperature of the water in the calorimeter dropped from 34 degC to 24 degC. How much energy did the reaction take in? <br> <br> '''Step 1:''' <br> Water=system <br> Reaction=surrounding <br> '''Step 2:''' <br> delta H = m*c*deltaT <br>''deltaH:'' x (In this case deltaH will turn out to be negative, because our system is losing energy.) <br> ''m:'' 500g <br> ''deltaT:'' -10 degC (Final - Initail) <br> ''c:'' 4.2J/g*degC <br> <br> '''Step 3:''' <br> deltaH = m*c*deltaT <br> x = (500g)(-10degC)(4.2J/g*degC) <br> x = -2.1*10^4J <br> <br> '''Vocabulary to know:''' <br> ''endothermic''- If a reaction is endothermic, it takes in energy to occur. <br> ''exothermic''- If a reaction is exothermic it gives off energy while reacting. <br> ''Calorimeter''- Inside a calorimeter, a reaction occurs inside a reaction chamber surrounded by a know mass of water. A calorimeter helps us to solve these problems more easily. <br> ''specific heat''- The amount of energy needed to raise 1g of a subtance up 1 degC. <br> <br> '''Example 2''' <br> A sample of 100g of water gained 5kj of energy after an exothermic reaction took place, how many degrees centigrate did it go up? <br> answer: 1.25 degC
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