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The average residence time of particles in a system is the average amount of time a particle stays within that system before leaving.

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3mo ago

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How do you calculate the residence time of carbon in a given system?

To calculate the residence time of carbon in a system, you divide the total amount of carbon in the system by the rate at which carbon enters or exits the system. This gives you the average amount of time that a carbon atom remains in the system before moving out.


How do you calculate the residence time of water in a given system?

To calculate the residence time of water in a system, you divide the total volume of water in the system by the rate at which water enters or exits the system. This gives you the average amount of time a water molecule stays in the system before leaving.


What is the formula for calculating residence time?

The formula for calculating residence time is: Residence time = Volume of the system / Flow rate of the system. This formula helps in determining the average amount of time a substance will spend in a system or a reactor.


What is average kinetic energy?

Energy of movement ; particles that make up all matter have kinetic energy


What is average kinetic energy of the particles of matter in a given space?

The average kinetic energy of particles in matter is directly related to the temperature of that matter. As temperature increases, the average kinetic energy of particles also increases. This energy is due to the random motion of particles within the substance.


Which two factors affect the average kinetic energy of the particles of any type of matter?

Temperature and the mass of the particles are the two factors that affect the average kinetic energy of particles in any type of matter. As temperature increases, the average kinetic energy of particles increases as well. Additionally, particles with greater mass tend to have lower average kinetic energy at a given temperature compared to lighter particles.


What is the relationship between the direction of the e0 electric field and the movement of charged particles in a given system?

The direction of the electric field (E) determines the direction in which charged particles will move in a given system. Charged particles will move in the direction of the electric field if they are positive, and opposite to the direction of the electric field if they are negative.


How do magnetic and electric forces interact with each other in a given system?

Magnetic and electric forces interact with each other in a given system through the movement of charged particles. When a charged particle moves, it creates a magnetic field, which can then interact with other charged particles in the system. This interaction can result in forces being exerted on the particles, causing them to move in specific ways.


Is it true that the more particles of an object has at a given temperature the more thermal energy it has?

Yes, the more particles an object has at a given temperature, the more thermal energy it has because there are more particles moving and vibrating. This leads to a higher overall kinetic energy of the system.


Does thermometer measures the average kinetic energy in a given material?

No, a thermometer measures the temperature of a material, which is a measure of the average kinetic energy of particles in the material.


What happens to particles when thermal energy is given to them?

When thermal energy is given to particles, they gain kinetic energy and begin to vibrate or move more rapidly. This increase in movement causes the particles to spread out and the substance to expand, leading to a rise in temperature.


What is the Boltzmann distribution equation and how is it used to describe the distribution of particles in a system?

The Boltzmann distribution equation is a formula that describes how particles are distributed in a system at a given temperature. It shows the relationship between the energy levels of particles and their probabilities of occupying those levels. This equation is used in physics to predict the distribution of particles in a system based on their energy levels and temperature.