Part II Gas Laws and more.

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Presentation transcript:

Part II Gas Laws and more

Bring in a clear plastic 2 liter bottle with cap. We will be making a Squidy to take home near the end of this set of lessons.

New Area of Focus: Gases and Other Laws. Copyright © 2010 Ryan P. Murphy

Demonstration: Fit a balloon to the top of a bottle and place in pan with hot and cold water. Make an observation about the volume of a gas and temperature. Switch them periodically. Cold Hot

Gay-Lussac's Law: The pressure exerted on the sides of a container by an ideal gas of fixed volume is proportional to its temperature. Sometimes referred to as Amontons' Law

Charles Law: Volume of a gas increases with temperature Charles Law: Volume of a gas increases with temperature. (Gases expand with heat). Copyright © 2010 Ryan P. Murphy

The formula for the law is: Volume ________ = K Temp Copyright © 2010 Ryan P. Murphy

The formula for the law is: Volume ________ = K Temp Copyright © 2010 Ryan P. Murphy

The formula for the law is: Volume ________ = K Temp Copyright © 2010 Ryan P. Murphy

Demonstration: Fit a balloon to the top of a bottle and place in pan with hot and cold water. Make an observation about the volume of a gas and temperature. Switch them periodically. Cold Hot

Demonstration: Fit a balloon to the top of a bottle and place in pan with hot and cold water. Make an observation about the volume of a gas and temperature. Switch them periodically. Cold Hot

Demonstration: Fit a balloon to the top of a bottle and place in pan with hot and cold water. Make an observation about the volume of a gas and temperature. Switch them periodically. V =K T Cold Hot

Video / Demonstration. Making a Hero’s Engine. (6 minutes) https://www.youtube.com/watch?v=xKKCBzD7EQs Explain at the end

V is the volume of the gas. Copyright © 2010 Ryan P. Murphy

V is the volume of the gas. T is the temperature of the gas (measured in Kelvin) Copyright © 2010 Ryan P. Murphy

V is the volume of the gas. T is the temperature of the gas (measured in Kelvin) K is a constant. Copyright © 2010 Ryan P. Murphy

V is the volume of the gas. T is the temperature of the gas (measured in Kelvin) K is a constant. K= The universal constant in the gas equation: pressure times volume = R times temperature; equal to 8.3143 joules per Kelvin per mole. Copyright © 2010 Ryan P. Murphy

V is the volume of the gas. T is the temperature of the gas (measured in Kelvin) K is a constant. K= The universal constant in the gas equation: pressure times volume = R times temperature; equal to 8.3143 joules per Kelvin per mole. Copyright © 2010 Ryan P. Murphy

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up. As the molecules heat up they move around faster and collide more often.

This law means that when the temperature goes up, the volume of the gas goes up. As the molecules heat up they move around faster and collide more often. Gay-Lussac's Law: The pressure exerted on the sides of a container by an ideal gas of fixed volume is proportional to its temperature.

This law means that when the temperature goes up, the volume of the gas goes up. As the molecules heat up they move around faster and collide more often. Gay-Lussac's Law: The pressure exerted on the sides of a container by an ideal gas of fixed volume is proportional to its temperature.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up.

This law means that when the temperature goes up, the volume of the gas goes up. When the temperature goes down, the volume of the gas decreases.

You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. Copyright © 2010 Ryan P. Murphy

The air molecules are moving very slowly so the ball is flat. You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. The air molecules are moving very slowly so the ball is flat. Copyright © 2010 Ryan P. Murphy

The air molecules are moving very slowly so the ball is flat. You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. The air molecules are moving very slowly so the ball is flat. Cooler, so molecules are slower and colliding less often Copyright © 2010 Ryan P. Murphy

The air molecules are moving very slowly so the ball is flat. You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. The air molecules are moving very slowly so the ball is flat. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container. Cooler, so molecules are slower and colliding less often Copyright © 2010 Ryan P. Murphy

The air molecules are moving very slowly so the ball is flat. You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. The air molecules are moving very slowly so the ball is flat. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container. Cooler, so molecules are slower and colliding less often Copyright © 2010 Ryan P. Murphy

The air molecules are moving very slowly so the ball is flat. You may notice that your sports equipment doesn’t work well when you go out into your garage in the winter. The air molecules are moving very slowly so the ball is flat. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container. Cooler, so molecules are slower and colliding less often Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. PSI = Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. PSI = Pounds per square inch Kilopascals : The standard metric unit for measuring air pressure. Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. PSI = Pounds per square inch Kilopascals : The standard metric unit for measuring air pressure. Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. Copyright © 2010 Ryan P. Murphy

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container. Copyright © 2010 Ryan P. Murphy

Avogadro’s Law / Hypothesis. Copyright © 2010 Ryan P. Murphy

Avogadro’s Law / Hypothesis Avogadro’s Law / Hypothesis. “Hello ladies, I am the Italian savant named Amedo Avogadro.” Copyright © 2010 Ryan P. Murphy

Avogadro’s Law / Hypothesis Avogadro’s Law / Hypothesis. “Hello ladies, I am the Italian savant named Amedo Avogadro.” “I would love to show you my gas laws, will you join me?” Copyright © 2010 Ryan P. Murphy

Avogadro’s Law / Hypothesis Avogadro’s Law / Hypothesis. “Hello ladies, I am the Italian savant named Amedo Avogadro.” “I would love to show you my gas laws, will you join me?” Copyright © 2010 Ryan P. Murphy

Avogadro's Law: Equal volumes of gases, at the same temperature and pressure, contain the same number of particles, or molecules. Copyright © 2010 Ryan P. Murphy

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no (or entirely negligible) intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

Study a few minutes. Questions will follow. Gases are made up of molecules which are in constant random motion.. Pressure is due to collisions between the molecules and the walls of the container. All collisions, both between the molecules themselves, and between the molecules and the walls of the container, are perfectly elastic. (That means that there is no loss of kinetic energy during the collision.) The temperature of the gas is proportional to the average kinetic energy of the molecules. There are no intermolecular forces between the gas molecules. The volume occupied by the molecules themselves is entirely negligible relative to the volume of the container.

When temperatures get colder, you may need to add some more molecules to get the safe PSI for your vehicle. Copyright © 2010 Ryan P. Murphy

The kinetic movement of molecules causes gas particles to move to open areas. Copyright © 2010 Ryan P. Murphy

The kinetic movement of molecules causes gas particles to move to open areas. Copyright © 2010 Ryan P. Murphy

When pressure is increased on a gas its volume is decreased.

When pressure is increased on a gas its volume is decreased.

When pressure is increased on a gas its volume is decreased.

A B Which container has the higher density? (Same conditions / same molecules / same temp / in each) A B

B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

A B B Which container has the higher density? Since density is defined to be the mass divided by the volume, density depends directly on the size of the container in which a fixed mass of gas is confined.

Demonstration! Marshmallow Torture Place Marshmallow into Bell Jar vacuum. Remove Air from Bell Jar Record Picture of Marshmallow. Quickly let air rush back in and observe.

Air Pressure Demonstration! Marshmallow Torture Place Marshmallow into Bell Jar vacuum. Remove Air from Bell Jar Record Picture of Marshmallow. Quickly let air rush back in and observe. Air Pressure

(Marshmallow Expands) Demonstration! Marshmallow Torture Place Marshmallow into Bell Jar vacuum. Remove Air from Bell Jar Record Picture of Marshmallow. Quickly let air rush back in and observe. Air Pressure No Air Pressure (Marshmallow Expands)

(Marshmallow Expands) Demonstration! Marshmallow Torture Place Marshmallow into Bell Jar vacuum. Remove Air from Bell Jar Record Picture of Marshmallow. Quickly let air rush back in and observe. Air Pressure No Air Pressure (Marshmallow Expands) Vacuum broken

Boyle’s Law: Pressure and Volume are inversely proportional. Copyright © 2010 Ryan P. Murphy

Boyle’s Law: Pressure and Volume are inversely proportional. P is the pressure of the molecules on the container, V is the volume of the container, and k is a constant. The value of k always stays the same so that P and V vary appropriately. For example, if pressure increases, k must remains constant and thus volume will decrease. Copyright © 2010 Ryan P. Murphy

As pressure increases, volume decreases. As volume decreases, pressure increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, volume decreases. As volume decreases, pressure increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, volume decreases. As volume decreases, pressure increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, volume decreases. As volume decreases, pressure increases. Copyright © 2010 Ryan P. Murphy

“I’m Pressure.” As pressure increases, volume decreases. As volume decreases, pressure increases. “I’m Pressure.” Copyright © 2010 Ryan P. Murphy

“I’m Volume.” “I’m Pressure.” As pressure increases, volume decreases. As volume decreases, pressure increases. “I’m Volume.” “I’m Pressure.” Copyright © 2010 Ryan P. Murphy

Very Important! Record in Journal.

Gas Laws and more available sheet.

Activity! Syringes

Activity! Syringes (Safety Goggles Needed)

Activity! Syringes Depress plunger on the syringe.

Activity! Syringes Depress plunger on the syringe. Cover hole with finger.

Activity! Syringes Keep thumb on opening. Depress plunger on the syringe. Cover hole with finger. Try and pull handle (gently please). Why is it difficult? Keep thumb on opening.

Why is it difficult? Activity! Syringes Keep thumb on opening. Depress plunger on the syringe. Cover hole with finger. Try and pull handle (gently please). Why is it difficult? Keep thumb on opening. Why is it difficult?

Activity! Syringes Keep thumb on opening. Answer: It was difficult because your finger created a sealed vacuum and prevented air from entering the chamber. Keep thumb on opening.

Activity! Syringes Keep thumb on opening. Answer: It was difficult because your finger created a sealed vacuum and prevented air from entering the chamber. Atmospheric pressure is 1 kilogram per square centimeter at sea level. Keep thumb on opening.

Now let’s add some marshmallows into the syringe. Add a few marshmallows in the syringe, Push the plunger until it just touches the marshmallows. Covering the tip of the syringe with your finger, pull the plunger up. What happened?

Now let’s add some marshmallows into the syringe. Add a few marshmallows in the syringe. Push the plunger until it just touches the marshmallows. Covering the tip of the syringe with your finger, pull the plunger up. Question to Answer… What happened?

What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size. When the plunger was pulled out, the pressure decreased so the marshmallow expanded in size.

What happened? When you depressed in the plunger, the air pressure increased.

What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size.

What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size. When the plunger was pulled out, the pressure decreased so the marshmallow expanded in size.

Boyles Law What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size. When the plunger was pulled out, the pressure decreased so the marshmallow expanded in size. Boyles Law

Boyles Law What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size. When the plunger was pulled out, the pressure decreased so the marshmallow expanded in size. Boyles Law

Boyles Law What happened? When you depressed in the plunger, the air pressure increased. This pushes air bubbles out of the marshmallow and causes it to decrease in size. When the plunger was pulled out, the pressure decreased so the marshmallow expanded in size. Boyles Law

Gas Laws and more available sheet.

Activity! Syringes (Opposite)

Activity! Syringes (Opposite) Fill syringe.

Activity! Syringes (Opposite) Fill syringe. Cover hole with finger.

Activity! Syringes (Opposite) Fill syringe. Cover hole with finger. Try and push handle (gently please).

Activity! Syringes (Opposite) Fill syringe. Cover hole with finger. Try and push handle (gently please). How does this represent Boyles Law?

Activity! Syringes (Opposite) How does this represent Boyles Law?

Activity! Syringes (Opposite) How does this represent Boyles Law? Answer: As you depress the plunger, you increase pressure and the volume of the gas is decreased.

Activity! Syringes (Opposite) How does this represent Boyles Law? Answer: As you depress the plunger, you increase pressure and the volume of the gas is decreased. Please determine how many milliliters you were able to compress the gas inside using the numbers on the syringe.

Activity! Syringes (Opposite) How does this represent Boyles Law? Answer: As you depress the plunger, you increase pressure and the volume of the gas is decreased. Please determine how many milliliters you were able to compress the gas inside using the numbers on the syringe. Answer: You should be able to compress the gas to about 50% of it’s starting volume by hand and then it gets difficult.

“Can’t wait to eat my yogurt.”

As you inhale, your diaphragm flattens out allowing your chest to expand and allows more air to flow into your lungs.

As you inhale, your diaphragm flattens out allowing your chest to expand and allows more air to flow into your lungs. Air pressure decrease, air then rushes into your lungs.

As you exhale, your diaphragm relaxes to a normal state As you exhale, your diaphragm relaxes to a normal state. Space in chest decreases.

As you exhale, your diaphragm relaxes to a normal state As you exhale, your diaphragm relaxes to a normal state. Space in chest decreases. Air pressure increases, air then rushes out of your lungs.

Which is a inhale, and which is a exhale? B

Which is a inhale, and which is a exhale? B

Which is a inhale, and which is a exhale? B

Which is a inhale, and which is a exhale? B

Which is a inhale, and which is a exhale? Inhale Exhale A B

Which is a inhale, and which is a exhale? B A B

Which is a inhale, and which is a exhale? B A B

Which is a inhale, and which is a exhale? B A B

Which is a inhale, and which is a exhale? B A B

Which is a inhale, and which is a exhale? Inhale Exhale A B A B

The Bends (Decompression Sickness) – Bubbles form in blood if you rise too quickly because of the rapid decrease in pressure. Copyright © 2010 Ryan P. Murphy

The Bends (Decompression Sickness) – Bubbles form in blood if you rise too quickly because of the rapid decrease in pressure. A diver must save time to travel to surface slowly so body can adjust. Copyright © 2010 Ryan P. Murphy

Short Area of Focus: Last bit about air pressure (Flight). Copyright © 2010 Ryan P. Murphy

How do planes fly?

Early plane (Wright Brothers)

Flight: A Simple combination of Bernoulli’s Principle and Newtons 1st Law of Motion. Copyright © 2010 Ryan P. Murphy

An object at rest tends to stay at rest and an object in motion tends to stay in motion with the same speed and in the same direction unless acted upon by an unbalanced force. Copyright © 2010 Ryan P. Murphy

Bernoulli's Principle

Bernoulli's Principle Bernoulli's principle states that for an inviscid flow, an increase in the speed of the fluid occurs simultaneously with a decrease in pressure or a decrease in the fluid's potential energy.

Air flows faster over the top of the wing than the bottom making less pressure, higher pressure underneath pushes the wing up. Copyright © 2010 Ryan P. Murphy

Learn more about flight at… http://www.lcse.umn.edu/~bruff/bernoulli.html

Propeller uses same principles with air pressure. Copyright © 2010 Ryan P. Murphy

Activity! Teacher will demonstrate ping pong ball levitation with hair dryer. The airflow from the hair dryer speeds up as it slips by the floating sphere, which creates an area of low pressure around the ball. The high pressure from the dryer surrounds the low around the ball and keeps the ball trapped in midair.

Student needed to read explanation Activity! Teacher will demonstrate ping pong ball levitation with hair dryer. The airflow from the hair dryer speeds up as it slips by the floating sphere, which creates an area of low pressure around the ball. The high pressure from the dryer surrounds the low around the ball and keeps the ball trapped in midair. Student needed to read explanation

Activity! Teacher will demonstrate ping pong ball levitation with hair dryer. The airflow from the hair dryer speeds up as it slips by the floating sphere, which creates an area of low pressure around the ball. The high pressure from the dryer surrounds the low around the ball and keeps the ball trapped in midair.

Activity! Teacher will demonstrate ping pong ball levitation with hair dryer. The airflow from the hair dryer speeds up as it slips by the floating sphere, which creates an area of low pressure around the ball. The high pressure from the dryer surrounds the low around the ball and keeps the ball trapped in midair.

Activity! Teacher will demonstrate ping pong ball levitation with hair dryer. The airflow from the hair dryer speeds up as it slips by the floating sphere, which creates an area of low pressure around the ball. The high pressure from the dryer surrounds the low around the ball and keeps the ball trapped in midair.

Activity! Everyone can try with a bendy straw and ping pong ball. Or…

Activity! Everyone can try with a bendy straw and ping pong ball.

Activity! Everyone can try with a bendy straw and ping pong ball.

Activity! Everyone can try with a bendy straw and ping pong ball. The stream of air moves at high speed.

L Activity! Everyone can try with a bendy straw and ping pong ball. The stream of air moves at high speed. As should be expected from Bernoulli's equation, this stream of air has a lower pressure than the stationary surrounding air. L

Activity! Everyone can try with a bendy straw and ping pong ball. H The stream of air moves at high speed. As should be expected from Bernoulli's equation, this stream of air has a lower pressure than the stationary surrounding air. If the ball starts to move to one side of the stream, the high-pressure of the stationary air pushes it back into the stream. L H

Box Activity! (Optional) Light candle directly behind box (non-flammable material) and try and blow out candle. Box

Tube Activity! (Optional) Light candle directly behind tube / round container of about equal thickness (non-flammable material) and try and blow out candle. Tube

Tube Activity! (Optional) Light candle directly behind tube / round container of about equal thickness (non-flammable material) and try and blow out candle. Tube

Tube Activity! (Optional) Light candle directly behind tube / round container of about equal thickness (non-flammable material) and try and blow out candle. Tube

What happened? Why? The air tended to stick to the curved surface of the bottle. This is called the Coanda effect.

Quick Paper Airplane building contest! Copyright © 2010 Ryan P. Murphy

Quick Paper Airplane building contest! One piece 8 by 11, furthest flight wins, must be a plane with wings. Copyright © 2010 Ryan P. Murphy

Quick Paper Airplane building contest! One piece 8 by 11, furthest flight wins, must be a plane with wings. Glider instructions on the next slide for those who need it. Copyright © 2010 Ryan P. Murphy

Gas Laws and more available sheet.

Gas Laws and more available sheet. Works as a teacher demonstration.

Activity – Pressure and temperature. Copyright © 2010 Ryan P. Murphy

Activity – Pressure and temperature. Copyright © 2010 Ryan P. Murphy

Safety Goggles Required Activity – Pressure and temperature. Copyright © 2010 Ryan P. Murphy

Activity – Pressure and temperature. Copyright © 2010 Ryan P. Murphy

Activity! Temp and Pressure.

Activity! Temp and Pressure. Record temperature inside bottle with cap off under normal atmospheric pressure.

Activity! Temp and Pressure. Record temperature inside bottle with cap off under normal atmospheric pressure. Pump up bottle using “Fizz Keeper” as much as you can until it doesn’t create more pressure.

Activity! Temp and Pressure. Record temperature inside bottle with cap off under normal atmospheric pressure. Pump up bottle using “Fizz Keeper” as much as you can until it doesn’t create more pressure. Record temperature in bottle under pressure.

Activity! Temp and Pressure. Record temperature inside bottle with cap off under normal atmospheric pressure. Pump up bottle using “Fizz Keeper” as much as you can until it doesn’t create more pressure. Record temperature in bottle under pressure. Observe the temperature as you unscrew the cap.

Questions for the “Fizz Keeper Activity” What was the temperature change? Copyright © 2010 Ryan P. Murphy

Questions for the “Fizz Keeper Activity” What was the temperature change? How are pressure and temperature related? Copyright © 2010 Ryan P. Murphy

Questions for the “Fizz Keeper Activity” What was the temperature change? Copyright © 2010 Ryan P. Murphy

Questions for the “Fizz Keeper Activity” What was the temperature change? The temperature increased a few degrees with increased pressure. Copyright © 2010 Ryan P. Murphy

Questions for the “Fizz Keeper Activity” How are pressure and temperature related? Copyright © 2010 Ryan P. Murphy

Questions for the “Fizz Keeper Activity” How are pressure and temperature related? They are inversely proportional. When one goes up, the other goes down. Copyright © 2010 Ryan P. Murphy

Very Important! Record in Journal.

Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. As pressure decreases, temperature decreases. Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. As pressure decreases, temperature decreases. Copyright © 2010 Ryan P. Murphy

As pressure increases, temperature increases. As pressure decreases, temperature decreases. Copyright © 2010 Ryan P. Murphy

Pressure and temperature: Can you explain how this bird will continue to drink thinking about temperature and pressure? Copyright © 2010 Ryan P. Murphy

Answer: Your body heat warms the fluid in the abdomen. Copyright © 2010 Ryan P. Murphy

Answer: The heat increases the vapor pressure in the abdomen relative to the head (the reverse of what happens when you wet the head). Copyright © 2010 Ryan P. Murphy

Answer: The fluid rises into the head in response to the pressure difference (moving from high pressure to low pressure). Copyright © 2010 Ryan P. Murphy

Answer: The bird becomes top-heavy, and tips. Copyright © 2010 Ryan P. Murphy

Cool Water wets felt around head Answer: The bird becomes top-heavy, and tips. Cool Water wets felt around head Copyright © 2010 Ryan P. Murphy

Temperature and Pressure Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises As pressure rises, temp rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises As pressure rises, temp rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises As pressure rises, temp rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises “Watch out” As pressure rises, temp rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises “Watch out” As pressure rises, temp rises Copyright © 2010 Ryan P. Murphy

Temperature and Pressure As temp rises, pressure rises “Watch out” As pressure rises, temp rises “Watch out” Copyright © 2010 Ryan P. Murphy

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This photoshop job might look “Funny”.

Caution! Graphic Images of burns / the dangers of pressure and temperature.

The consequences of severe burns and explosions are not “funny”. Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

The ideal gas law: PV = nRT (pressure times volume equals the number of molecules times the gas constant times temperature) Copyright © 2010 Ryan P. Murphy

P= V= n= R= T= Copyright © 2010 Ryan P. Murphy

P=Pressure V=Volume is equal to the.. n= Number of molecules R= Gas constant = 8.134 JK m T= Temperature Copyright © 2010 Ryan P. Murphy

P=Pressure V=Volume is equal to the.. n= Number of molecules R= Gas constant = 8.134 JK m T= Temperature Mole is a unit of measurement used in chemistry to express amounts of a chemical substance. Copyright © 2010 Ryan P. Murphy

P= V= n= R= T=

P= V= n= R= T=

P= Pressure V= n= R= T=

P= Pressure V= n= R= T=

P= Pressure V= Volume n= R= T=

P= Pressure V= Volume n= R= T=

P= Pressure V= Volume n= Number of Molecules R= T=

P= Pressure V= Volume n= Number of Molecules R= T=

P= Pressure V= Volume n= Number of Molecules R= Gas Constant T=

P= Pressure V= Volume n= Number of Molecules R= Gas Constant T= 8.134 JK m

P= Pressure V= Volume n= Number of Molecules R= Gas Constant T= 8.134 JK m

P= Pressure V= Volume n= Number of Molecules R= Gas Constant T= Temperature 8.134 JK m

Video Link! (Optional) Khan Academy Ideal Gas Law (Advanced) http://www.khanacademy.org/video/ideal-gas-equation--pv-nrt?playlist=Chemistry

Activity! Visiting Ideal Gas Law Simulator http://www.7stones.com/Homepage/Publisher/Thermo1.html How you can use this gas law to find…

Activity! Visiting Ideal Gas Law Simulator http://www.7stones.com/Homepage/Publisher/Thermo1.html How you can use this gas law to find… Calculating Volume of Ideal Gas: V = (nRT) ÷ P

Activity! Visiting Ideal Gas Law Simulator http://www.7stones.com/Homepage/Publisher/Thermo1.html How you can use this gas law to find… Calculating Volume of Ideal Gas: V = (nRT) ÷ P Calculating Pressure of Ideal Gas: P = (nRT) ÷ V

Activity! Visiting Ideal Gas Law Simulator http://www.7stones.com/Homepage/Publisher/Thermo1.html How you can use this gas law to find… Calculating Volume of Ideal Gas: V = (nRT) ÷ P Calculating Pressure of Ideal Gas: P = (nRT) ÷ V Calculating moles of gas: n = (PV) ÷ (RT)

Activity! Visiting Ideal Gas Law Simulator http://www.7stones.com/Homepage/Publisher/Thermo1.html How you can use this gas law to find… Calculating Volume of Ideal Gas: V = (nRT) ÷ P Calculating Pressure of Ideal Gas: P = (nRT) ÷ V Calculating moles of gas: n = (PV) ÷ (RT) Calculating gas temperature: T = (PV) ÷ (nR)

Deflate Gate Note: Everything is made up for this exercise.

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) How did the game balls change through the first half?

How did the game balls change through the first half? Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) How did the game balls change through the first half? This is going to get confusing for a bit but just stick with it.

How did the game balls change through the first half? Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) How did the game balls change through the first half? This is going to get confusing for a bit but just stick with it.

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) How did the game balls change through the first half? “Life is easier when using metric”

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant?

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change.

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 ? Equipment manager

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 “Umm that’s part of the controversy”

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa)

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa)

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 68ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi 12.5 PSI – 11.8 PSI = 0.7 PSI

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 80ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi 12.5 PSI – 11.8 PSI = 0.7 PSI

Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 80ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi 12.5 PSI – 11 PSI = 1.5 PSI

illegal when in the cold Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 80ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi A legal ball turned illegal when in the cold 12.5 PSI – 11 PSI = 1.5 PSI

or was it the ball boy? V? Oh the drama! Tom Brady inflated his AFC championship footballs to the league minimum of 12.5 PSI or 86,184. 5 pascals in a locker room that was 80ºF or 20ºC which is 293.15 K. The outdoor temperature during game time was 51ºF / 10.6ºC or (283.15 K) Which letters in PV=nrt will change? Which will remain constant? P= pressure and t = temperature will change. V shouldn’t change as hopefully no air was added or removed. We are then left with p1 / T1 = p2 / T2 It gets a little tricky as we need to add current atmospheric pressure at Gillette Stadium at game time (100950 Pa) (86,184.5 Pa + 100950.0 Pa) / 293.15 K = (p2 + 100950.0 Pa) / 283.15 K Isolate the lone variable {[(86,184.5 Pa + 100950.0 Pa) / 293.15 K] * 283.15 K} - 100950.0 Pa = p2 79,800.9 Pa = p2 ---> 11.8 psi or was it the ball boy? V? Oh the drama! 12.5 PSI – 11 PSI = 1.5 PSI

Activity! Gas Law Simulator. http://intro.chem.okstate.edu/1314F00/Laboratory/GLP.htm What happens to molecules when… Temperature is increased. Pressure is increased. Volume is decreased. Copyright © 2010 Ryan P. Murphy

Activity! Gas Law Simulator. http://intro.chem.okstate.edu/1314F00/Laboratory/GLP.htm What happens to molecules when… Temperature is increased. Pressure is increased. Volume is decreased. Copyright © 2010 Ryan P. Murphy

Activity! Gas Law Simulator. http://intro.chem.okstate.edu/1314F00/Laboratory/GLP.htm What happens to molecules when… Temperature is increased. Pressure is increased. Volume is decreased. Copyright © 2010 Ryan P. Murphy

Activity! Gas Law Simulator. http://intro.chem.okstate.edu/1314F00/Laboratory/GLP.htm What happens to molecules when… Temperature is increased. Pressure is increased. Volume is decreased. Copyright © 2010 Ryan P. Murphy