Week 1 Lecture 1 Basic Concepts Flashcards

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1
Q

Name & define three type of systems

A
  1. Open - everything can leave
  2. Isolated - nothing can leave
  3. Closed - matter can’t leave but energy can (inc. thermal energy)
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2
Q

Name & define three types of properties of a system

A
  1. Extensive - depend on the size of the system
  2. Intensive - independent of the size of the system
  3. Specific - extensive properties divided by mass (lowercase)
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3
Q

What is an independent property?

A

One that can be varies while the other property is held constant

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4
Q

Define phase (in thermodynamics)

A

A region of space where matter is static in it’s properties - e.g done mixing ect.

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5
Q

Define thermodynamic equilibrium

A

All three types of equilibrium present:

  1. Thermal equilibrium - no temperature difference between system & it’s surroundings
  2. Mechanical equilibrium - forces are balanced
  3. Material equilibrium - means phase & reaction eq (i.e materials are done mixing & reacting or ‘transport’ & ‘ converting species’)
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6
Q

Define process

A

A change that a system undergoes from one equilibriums state to another (via process paths)

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7
Q

Define quasi-equilibrium

A

Literally an ‘almost’ equilibrium: when a process is slow enough the conditions of the system can be assumed to be (approx.) constant

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8
Q

What is the Celsius scale based off of?

A

The boiling point and freezing point of water

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9
Q

How is absolute zero found?

A
  1. By saying some quantity is proportional to temperature
  2. Finding the constant in terms of a known point in Kelvin (triple point of water)
  3. Plotting values on a graph & extrapolating back
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10
Q

Can anything be equal to absolute zero?

A

No; it can only tend towards it (because nothing is ever ideal)

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11
Q

What is the oth law of thermodynamics?

A

It’s about implied thermodynamic equilibrium; “Went two objects are separately in thermodynamic equilibrium and with a third object, they are in equilibrium with each other”

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12
Q

Name three pressure equations

A
  1. P=f/a
  2. P=\roh gh and integral form from modelling layers of fluid
  3. The aeroplane pressure equation (pressure at an altitude exponential equation) - p=p_0e^{-GPE/KbT}
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13
Q

Name & define two types of pressure

A
  1. Absolute pressure - measured relative to vacuum (as is anything ‘absolute’)
  2. Gauge pressure - measured relative to atmosphere (what you would see on a pressure gauge)
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14
Q

Define energy

A

Ability to do work (where total energy is sum of micro and macroscopic energy)

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15
Q

What is the difference between microscopic and macroscopic energy?

A

Microscopic energy is w.r.t the outside reference frame, macroscopic energy is w.r.t the molecules inside the system

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16
Q

Define internal energy (of an ideal gas)

A

The sum of the KE and PE of gas molecules (where PE=U=U_trans+U_vib+U_rot+U_p)

17
Q

Why is potential energy for a molecule positive at (relatively) short distances?

A

Because repulsive forces do work to move the molecules apart

18
Q

Name ideal gas laws

A

Boyle - P, V
Charles - V, T
Avogadro - V, n
Gay Lussac - P, T

19
Q

When is the ideal gas law not valid?

A

At low temperatures and huge pressures

20
Q

What is a PVT plot?

A

A 3D plot of P vs V vs T (with an exponentially decreasing shape)

21
Q

Define partial pressure

A

It’s the pressure exerted by one gas in a mix of gasses if you took all of the other gases out (so in the same volume)

22
Q

Define Dalton’s Law of additive pressures & Amagat’s Law of additive volumes

A

For gas mixes you add the properties:

Dalton: the pressure of the gas mix is equal to the sum of the pressures of the individual gases

Amagat: the volume of the gas mix is equal to the sum of the volumes of the individual gases

23
Q

What is a mole fraction?

A
  • For gas mixes the no. of moles of one gas / no. of moles of the total gas mix
  • It’s the same as the number pressure fraction and volume fraction (as is unitless)
24
Q

State archimedes principle

A

The buoyant force is equal to the weight of the fluid displaced

25
Q

What is ‘apparent weight’ in the case of archimedes principle?

A

It’s the net downwards force a submersed object experiences when upthrust is taken into account