Access Code (located on the lid of your lab kit): Click here to enter text. “Pre-Lab Questions”“Explain how the First Law of Thermodynamics relates to metabolism in humans.”Click here to enter text. “Initially there is a balloon that holds half of a mole of an ideal gas with a volume of 1.5 L at 273 K. Then 1500 J of heat is added to the balloon, and the balloon expands to 4.0 L. Using the Ideal Gas Law (PV =nRT) where R = 8.314 J K-¹mol-¹, the equation for work, and the First Law of Thermodynamics, what is the change in internal energy of the balloon at the end of the process?”Click here to enter text. “A thermodynamic process that maintains a constant volume is called an isochoric process. During these types of processes, the gas does no work because it is not increasing the volume of the container. If you sealed off the top of a water bottle and shook 100 mL of water for two minutes, you would find that the water is warmer when you take a drink. If you shook the water long enough to raise the water’s temperature 5°C, what is the change in internal energy of the system?”Click here to enter text.“Examine the pV– diagrams below. Which one has positive work being done, and which one has negative work being done?” Click here to enter text. “Experiment 1: First Law of Thermodynamics”“Post-Lab Questions”“What did you observe as heat was added to the system over time? What did you observe as the system cooled down?” Click here to enter text. “Consider the balloon and air inside the flask to be a closed system. Use the First Law of Thermodynamics to explain what happened to the balloon as heat was added by the environment.”Click here to enter text. “Was the work done on the system positive or negative? Use your results to support your answer.”Click here to enter text. “A scientist wants to do this experiment but modifies it by filling the balloon with 0.66 moles of neon gas, which behaves as an ideal gas. If the balloon initially holds 0.4 L of the gas and expands to 1.7 L after being heated in the pot over the stove, how much work is done by the system if the experiment is performed at 273 K?”Click here to enter text.“Insert photo of your experimental setup with your name clearly visible in the background:”“Experiment 2: Shaken Sand System”“Table 1: Shaken Sand System Temperature Data””“Initial Temperature (°C)“Click here to enter text.“Final Temperature (°C)“Click here to enter text. “Post-Lab Questions”“What was the temperature change of the sand? Show your work.”Click here to enter text.“What was the change in internal energy of the system? Show your work. Hint: The specific heat for dry sand is about 0.80 J/g·K and the density for sand is 2.3 g/mL.”Click here to enter text.“Another way to calculate the change in internal energy is to find the heat going into the system using a different method. Use the following equation to find the heat going into the system:””“and then multiply by the mass of the sand to find the change in internal energy of the system. How does this compare to your answer above?Hint: Cp,system is the specific heat capacity of the sand and T is the temperature of the system in Kelvin.”Click here to enter text.“Explain where the heat energy is coming from, if there is no work being done on the system because the volume is constant.”Click here to enter text.“Insert photo of your experimental setup with your name clearly visible in the background:”

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College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Access Code (located on the lid of your lab kit): Click here to enter text.

“Pre-Lab Questions”

“Explain how the First Law of Thermodynamics relates to metabolism in humans.”
Click here to enter text.

“Initially there is a balloon that holds half of a mole of an ideal gas with a volume of 1.5 L at 273 K. Then 1500 J of heat is added to the balloon, and the balloon expands to 4.0 L. Using the Ideal Gas Law (PV =nRT) where R = 8.314 J K-¹mol-¹, the equation for work, and the First Law of Thermodynamics, what is the change in internal energy of the balloon at the end of the process?”

Click here to enter text.

“A thermodynamic process that maintains a constant volume is called an isochoric process. During these types of processes, the gas does no work because it is not increasing the volume of the container. If you sealed off the top of a water bottle and shook 100 mL of water for two minutes, you would find that the water is warmer when you take a drink. If you shook the water long enough to raise the water’s temperature 5°C, what is the change in internal energy of the system?”
Click here to enter text.
“Examine the pV– diagrams below. Which one has positive work being done, and which one has negative work being done?”

Click here to enter text.

“Experiment 1: First Law of Thermodynamics”

“Post-Lab Questions”

“What did you observe as heat was added to the system over time? What did you observe as the system cooled down?”
Click here to enter text.

“Consider the balloon and air inside the flask to be a closed system. Use the First Law of Thermodynamics to explain what happened to the balloon as heat was added by the environment.”
Click here to enter text.

“Was the work done on the system positive or negative? Use your results to support your answer.”
Click here to enter text.

“A scientist wants to do this experiment but modifies it by filling the balloon with 0.66 moles of neon gas, which behaves as an ideal gas. If the balloon initially holds 0.4 L of the gas and expands to 1.7 L after being heated in the pot over the stove, how much work is done by the system if the experiment is performed at 273 K?”
Click here to enter text.

“Insert photo of your experimental setup with your name clearly visible in the background:”

“Experiment 2: Shaken Sand System”

“Table 1: Shaken Sand System Temperature Data””

“Initial Temperature (°C)“	Click here to enter text.
“Final Temperature (°C)“	Click here to enter text.

“Post-Lab Questions”

“What was the temperature change of the sand? Show your work.”
Click here to enter text.
“What was the change in internal energy of the system? Show your work.

Hint: The specific heat for dry sand is about 0.80 J/g·K and the density for sand is 2.3 g/mL.”
Click here to enter text.

“Another way to calculate the change in internal energy is to find the heat going into the system using a different method. Use the following equation to find the heat going into the system:””

“and then multiply by the mass of the sand to find the change in internal energy of the system. How does this compare to your answer above?
Hint: Cp,system is the specific heat capacity of the sand and T is the temperature of the system in Kelvin.”
Click here to enter text.

“Explain where the heat energy is coming from, if there is no work being done on the system because the volume is constant.”
Click here to enter text.

“Insert photo of your experimental setup with your name clearly visible in the background:”

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