Elisa Alvarado, Sarah Cratem, Ryan Partain, Julia Reidy
Mr. Thomas
AP Physics 2 cmod
9 September 2015
Unit 2: System of Ideal Particles Lab Report
Objective: To determine the effect of pressure of a system on number of particles, volume, and temperature of the system.
Apparatus:
Procedures:
Pressure vs. Volume:
- Hook up a syringe to a pressure sensor and take a flask with a stopper attached to it. Attach one hole to the pressure sensor and keep the other end open to be able to open and close it.
- Fill the syringe up halfway and fill the container and inject the syringe directly into the container.
Pressure vs. Number of Particles:
- Fill the container up to 20 mL.
- Open the valve.
- Fill up syringe halfway. Empty the syringe into the container.
- Close the valve.
- Repeat steps 2-4.
Pressure vs. Temperature:
- Start with close to boiling water.
- Place the flask and thermometer in a water bath, making sure the water is close to boiling point.
- Put the magnetic stirrer at bottom of water bath.
- Submerge the flask in water with the magnet spinning and leave it until it hits equilibrium.
- Measure the temperature of the water bath.
- Connect a single-hole stopper to a pressure sensor and measure the pressure.
- Place small handfuls of ice into water bath and wait until it hits equilibrium.
- Measure the temperature of the water bath.
- Repeat steps 2-8.
Data Tables:
Graphs:
Number=(5.577kPa/#)(pressure)-(569.017)
Temperature=(4.681kPa/°C)(pressure)-(401.957°C)
Volume=(875.922mL/kPa)/pressure
Conclusion:
Pressure and volume are inversely related and their relationship can be described in this experiment with the equation Volume=(875.922mL/kPa)/pressure. This forms an inverse graph. Temperature and pressure are directly related and their relationship in this experiment can be described with the equation Temperature=(4.681kPa/°C)(pressure)-(401.957°C). This creates a positive linear graph. Number and pressure are also directly related and can be described with the equation Number=(5.577kPa/#)(pressure)-(569.017) in this experiment. This also creates a positive linear graph. All of the relationships can be described together with the equation PV=nRT, where volume is measured in liters, pressure is measured in atmospheres, n is the number of moles, the temperature is measured in Kelvin, and R is a constant. This equation can also be written in another form to work with different units (Pascals for pressure, cubic meters for volume, particles rather than moles, and a different constant, k): PV=NkT.
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