Prof. Marlon Flores Sacedon

Slides:



Advertisements
Similar presentations
Kinetic Theory of Gases I
Advertisements

First Law of Thermodynamics
Physics for Scientists and Engineers, 6e
Ideal Monatomic Gas C v = 3/2R C p = C v + R = 5/2 R Polyatomic Gas C v > 3/2R C p > 5/2 R All Ideal Gases  E = q + w w = -P ext  V (for now)  E = nC.
Chapter 21 The Kinetic Theory of Gases EXAMPLES. Chapter 21 The Kinetic Theory of Gases: Examples.
Chapter 18: Heat,Work,the First Law of Thermodynamics
Ch15 Thermodynamics Zeroth Law of Thermodynamics
Heat Flow. Constant Volume  Fixing the piston keeps the volume constant.  If heat flows in then temperature remains the same. heat flows at base to.
First Law of Thermodynamics Physics 102 Professor Lee Carkner Lecture 6 “of each the work shall become manifest, for the day shall declare it, because.
To Date…. Ideal Monatomic Gas Cv = 3/2R Cp = Cv + R = 5/2 R
Internal Energy Physics 202 Professor Lee Carkner Lecture 14.
Internal Energy Physics 202 Professor Lee Carkner Lecture 16.
Thermodynamics.
Kinetic Theory of Gases Physics 313 Professor Lee Carkner Lecture 11.
Lecture 2: Heat Capacities/State functions Reading: Zumdahl 9.3 Outline –Definition of Heat Capacity (C v and C p ) –Calculating  E and  H using C v.
Knight: Chapter 17 Work, Heat, & the 1st Law of Thermodynamics
Fig The net work done by the system in the process aba is –500 J.
The Thermodynamic Behavior of Gases. Variables and Constants.
Results from kinetic theory, 1 1. Pressure is associated with collisions of gas particles with the walls. Dividing the total average force from all the.
CHAPTER 16 : THERMODYNAMICS
17.4 State Variables State variables describe the state of a system
Thermodynamics Chapter 15. Figure 15-1 An ideal gas in a cylinder fitted with a movable piston.
The Laws of Thermodynamics
Ch15 Thermodynamics Zeroth Law of Thermodynamics If two systems are in thermal equilibrium with a third system, then they are in thermal equilibrium with.
Heat & The First Law of Thermodynamics
IV. Kinetic theory (continued – see previous lecture) 5. Heat capacitance a) Monoatomic gas } b) Equipartition principle. Degrees of freedom Diatomic gas,
B2 Thermodynamics Ideal gas Law Review PV=nRT P = pressure in Pa V = volume in m3 n = # of moles T= temperature in Kelvin R = 8.31 J K -1 mol -1 m = mass.
Micro & Macro Descriptions of Internal Energy P M V Subbarao Professor Mechanical Engineering Department Important Form of Energy for Engineering Systems.
H. Saibi January 20 th,  The internal Energy of an Ideal Gas  Work and the PV Diagram for a Gas  Heat capacities of Gases  Heat capacities of.
What volume will 1 mole of a gas occupy at STP? STP = 273K, 1.013x10 5 Pa One mole of any ideal gas occupies a volume of 22.4L at STP.
The First Law of Thermodynamics Ideal Gas Processes
Lecture 29: 1st Law of Thermodynamics
Application of Environment Spatial Information System HW – Perfect Gas Minkasheva Alena Thermal Fluid Engineering Lab. Department of Mechanical Engineering.
Molar mass You have a 1 g sample of hydrogen gas and helium gas.
The Kinetic Theory of Gases
The First Law of Thermodynamics
Chapter 20 The kinetic Theory of Gases
Thermal Physics Chapters 13, 14, 15 Review.
Prof. Marlon Flores Sacedon
Physical Chemistry I (TKK-2246)
Introduction to thermodynamics
Introduction to thermodynamics
The First Law of Thermodynamics
Second Law of Thermodynamics
Prof. Marlon Flores Sacedon
Prof. Marlon Flores Sacedon
The Kinetic Theory of Gases
Quasistatic processes The relation of heat and work
The First Law of Thermodynamics
Raffle_snaffle Recall from homework set #2, air in a closed system undergoes two processes in series. First the air is compressed from state 1 to state.
General Physics L02_paths.ppt energy transfers
Important Definitions for Gas Laws Unit
Thermodynamics.
The Distribution of Molecular Speeds
The Kinetic Theory of Gases
The Kinetic Theory of Gases
Thermodynamics.
Prof. Marlon Flores Sacedon
Speed of a Transverse Wave
Prof. Marlon Flores Sacedon
Adiabatic Process for an Ideal Gas
The combined gas law P1 V1 P2 V2 = T1 T2 Units:
Internal Energy and the First Law of Thermodynamics
Refrigerators and Carnot Cycle
Internal Energy and the First Law of Thermodynamics
Adiabatic Process for an Ideal Gas
Physics 2 – April 16, 2019 Get out 24-31,33 for HMK check
Heat Flow.
The Kinetic Theory of Gases
A THERMODYNAMIC SYSTEM
Presentation transcript:

Prof. Marlon Flores Sacedon Kinds of Thermodynamic Process, Internal Energy of an Ideal Gas Heat Capacities of an Ideal Gas Prof. Marlon Flores Sacedon Department of Mathematics and Physics College of Arts and Sciences Visayas State University, Visca Baybay City, Leyte, Phiippines

Kinds of Thermodynamic Process 1. Adiabatic Process (pronounced “ay-dee-ah-bat-ic”) is defined as one with no heat transfer into or out of a system: Q = 0. (adiabatic process) 2. Isochoric Process (pronounced “eye-so-kor-ic”) is a constant-volume process. When the volume of thermodynamic system is constant W=0. (isochoric process) 3. Isobaric Process (pronounced “eye-so-bear-ic”) is a constant –pressure process. (Isobaric process) 4. Isothermal Process (pronounced “eye-so-bear-ic”) is a constant –temperature process. (Isothermal process)

Kinds of Thermodynamic Process

Internal Energy of an Ideal Gas Property of Ideal Gas: The internal energy of an ideal gas depends only on its temperature, and not on its pressure, volume, and its thermodynamic path. It depends only on temperature.

Heat Capacity of an Ideal Gas Molar heat capacity at constant volume (CV) Molar heat capacity at constant pressure (Cp) or (First Law) At constant volume At constant pressure (from First Law) ( from pV=nRT ) (because dQ=dU) Holds for all thermodynamic process Where: Cp = molar specific at constant pressure (J/mol.K) CV = molar specific at constant volume (J/mol.K) R = ideal gas constant ratio of heat capacities (Molar heat capacities of an ideal gas) (ratio of heat capacities)

Molar Heat Capacities of Gases Type of Gas Gas CV (J/mol.K) Cp (J/mol.K) Cp-CV (J/mol.K) (J/mol.K) Monatomic He 12.47 20.78 8.31 1.67 Ar Diatomic H2 20.42 28.74 8.32 1.41 N2 20.76 29.07 1.40 O2 20.85 29.17 CO 29.16 Polyatomic CO2 28.46 36.94 8.48 1.30 SO2 31.39 40.37 8.98 1.29 H2S 25.95 34.60 8.65 1.33

Heat Capacity of an Ideal Gas (average translational kinetic energy of n moles of an ideal gas) (Monatomic, Ideal gas of point particles) (diatomic, Ideal gas of point particles) (polyatomic, Ideal gas of point particles)

Heat Capacity of an Ideal Gas Molar heat capacities for Monatomic ideal gas Molar heat capacities for Diatomic ideal gas Molar heat capacities for Polyatomic ideal gas

Assignment. In an experiment to simulate conditions within an automobile engine, 645J of heat is transferred to 0.185 mol of air-conditioned within a cylinder of volume 40.0cm3. Initially the nitrogen is at a pressure of 3.00x106 Pa and a temperature of 780K. a) If the volume of the cylinder is held fixed, what is the final temperature of the air?. Draw a pV-diagram for this process. b) Find the final temperature of the air if the pressure remains constant. Draw a pV-diagram for this processes.

Problems

Problems

Problems

Problems

Problems

eNd