Chapter 8 Section 1 Describing Chemical Reactions p. 261-275 1 Gases Chapter 10/11 Modern Chemistry Sections 10.1, 11.1-11.3 The Kinetic Molecular Theory.

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Chapter 8 Section 1 Describing Chemical Reactions p Gases Chapter 10/11 Modern Chemistry Sections 10.1, The Kinetic Molecular Theory of Matter Gases and Pressure The Gas Laws Gas Volumes and the Ideal Gas Law

Chapter 10 Section 1 Kinetic Molecular Theory p The Kinetic Molecular Theory of Matter Section 10.1

Chapter 10 Section 1 Kinetic Molecular Theory p KMT Animation Insert Holt Visualizing Matter Disc 2

Chapter 10 Section 1 Kinetic Molecular Theory p Based on the idea that particles of matter are always in motion. Explains the properties of gases, liquids and solids in terms of energy of particles and the forces that act between them. Provides a model of an ideal gas Ideal gas: A hypothetical gas that perfectly fits all the assumptions of the kinetic molecular theory. Kinetic Molecular Theory of Gases

Chapter 10 Section 1 Kinetic Molecular Theory p KMT Animation

Chapter 10 Section 1 Kinetic Molecular Theory p Gases consist of large numbers of tiny particles that are far apart in relation to their size. TINY PIECES – LARGE SPACES IN BETWEEN 2.Collisions between gas particles and between particles and container walls are elastic collisions ELASTIC COLLISIONS - NO ENERGY LOSS Kinetic Molecular Theory

Chapter 10 Section 1 Kinetic Molecular Theory p Gas particles are in continuous, rapid random motion. The particles have kinetic energy. PARTICLES ARE IN MOTION 4.There are no forces of attraction between gas particles. NO FORCES OF ATTRACTION Kinetic Molecular Theory

Chapter 10 Section 1 Kinetic Molecular Theory p p. 330 Gas Particle Motion Gas particles gravel in a straight-line motion until they collide with each other or the walls of their container.

Chapter 10 Section 1 Kinetic Molecular Theory p The temperature of a gas depends on the average kinetic energy of the particles. AVERAGE KINETIC ENERGY…TEMP m = mass v = velocity All the particles in a sample of gas have the same mass so K.E. depends only on velocity Kinetic Molecular Theory K.E. = mv2v2 1 2

Chapter 10 Section 1 Kinetic Molecular Theory p Temperature and K.E. Insert Holt Visualizing Matter Disc 2

Chapter 10 Section 1 Kinetic Molecular Theory p The KMT applies only to IDEAL gases. Gases behave ideally most of the time. What is your ideal?

Chapter 10 Section 1 Kinetic Molecular Theory p Gases behave ideally at common temperatures and pressures. At high pressures and low temperatures gases behave non-ideally. Polar gases deviate from ideal behavior more than nonpolar gases Ideal vs. Real Gases

Chapter 10 Section 1 Kinetic Molecular Theory p Gases completely fill their container. –Particles move rapidly in all directions. (3) –There are no attractions between particles. (4)Expansion Gas particles glide past each other to flow. –There are no attractions between particles. (4) Fluidity

Chapter 10 Section 1 Kinetic Molecular Theory p The density of a gas is 1/1000 th of a liquid or solid. –Particles are far apart. (1) Low Density Molecules of a gas can be pushed together and the volume decreased. –Particles are far apart. (1) Compressibility

Chapter 10 Section 1 Kinetic Molecular Theory p Gas Properties Animaiton

Chapter 10 Section 1 Kinetic Molecular Theory p The spontaneous mixing of the particles of two substances –Particles move rapidly. (3) –Particles are far apart. (4) –caused by their random motion.Diffusion p. 331

Chapter 10 Section 1 Kinetic Molecular Theory p Diffusion vs. Effution

Chapter 10 Section 1 Kinetic Molecular Theory p A process by which gas particles pass through a tiny opening. The rate of effusion is directly proportional to the velocity of the particles…so… low mass particles diffuse faster.Effusion

Chapter 10 Section 1 Kinetic Molecular Theory p Particle Mass & Effusion

Chapter 10 Section 1 Kinetic Molecular Theory p Ch 10 Sec 1 Homework Page 332 # 1-7