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Chemistry · Class 11 Science

Ch 10States of Matter — Class 11 Chemistry, concept-first.

Matter around us exists in three distinct physical forms -- solid, liquid and gas -- and every substance can, in principle, be pushed from one of these states into another simply by adding or removing heat (for example, ice to water to steam).

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Key concepts

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Viscosity

Viscosity is a fluid's internal resistance to flow, with the viscous force between layers given by F = ηA(dv/dx).

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Chapter contents

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10.1

Introduction

Matter around us exists in three distinct physical forms -- solid, liquid and gas -- and every substance can, in principle, be pushed from one of these states into another simply by adding or removing…

10.2

Intermolecular Forces

Intermolecular forces are the electrical forces of attraction (and, at very short range, of repulsion) that act between neighbouring molecules of a substance -- they are distinct from the much stronge…

10.2.1

Types of Intermolecular Forces

Polar molecules -- those in which bonded atoms differ enough in electronegativity that the shared electrons sit closer to one atom than the other -- carry a permanent separation of positive and negati…

10.2.2

Intermolecular Forces and Thermal Energy

Thermal energy is the kinetic energy that particles of matter possess purely because of their own motion, and it rises directly with temperature -- the hotter a sample, the greater the thermal energy…

10.3

Characteristic properties of Gases

The gaseous state has several characteristic physical properties that set it apart from solids and liquids: gases are far less dense (lighter) than solids or liquids of the same substance; they have n…

10.4

Gas Laws

Four measurable quantities describe the state of any confined gas sample -- its pressure (), volume (), absolute temperature () and amount in moles () -- and the experimentally observed relationships…

10.4.1

Boyle's Law

Robert Boyle, in 1662, carried out a large number of experiments on different gases and found that, at a fixed temperature, increasing the pressure on a fixed amount of gas reduced its volume, and vic…

10.4.2

Charles's Law

J. Charles and Gay-Lussac independently found, from experiment, that for a fixed mass of gas held at constant pressure, its volume rises by exactly of its volume at °C for every one-degree rise in tem…

10.4.3

Gay-Lussac's Law

Gay-Lussac's law relates the pressure and absolute temperature of a fixed mass of gas held at constant volume: at constant volume, the pressure () of a fixed amount of gas is directly proportional to…

10.4.4

Avogadro Law

In 1811, the Italian scientist Amedeo Avogadro combined Dalton's atomic theory with Gay-Lussac's law of combining volumes to propose what is now called Avogadro's law: equal volumes of any gases, meas…

10.5

Ideal Gas Equation

An ideal gas is defined as one that obeys, strictly and at all pressures and temperatures, all three of Boyle's law, Charles's law and Avogadro's law simultaneously.

10.5.1

Derivation of Ideal Gas Equation

The ideal gas equation is obtained by combining the three proportionalities of Boyle's, Charles's and Avogadro's laws.

10.5.2

Values of 'R' in different Units

The numerical value of depends entirely on which units are chosen for , and , and is worked out from STP conditions.

10.5.3

Expression for Molar mass

Because the number of moles of a known mass of gas is (mass divided by molar mass), substituting this into the rearranged ideal gas equation gives , which rearranges to .

10.5.4

Combined Gas Law

Rearranging the ideal gas equation gives , and since and are both constant for a fixed amount of a particular gas, itself must be constant.

10.5.5

Relation between density, molar mass and pressure

The ideal gas equation can also be recast in terms of a gas's density. Starting from and rearranging to , then substituting gives . Since is the density , this becomes , or equivalently .

10.5.6

Dalton's law of Partial Pressure

John Dalton, alongside his atomic theory, formulated the law of partial pressures in 1801 for mixtures of gases that do not react chemically with one another.

10.6

Kinetic Molecular Theory of Gases

The kinetic molecular theory of gases is a theoretical model that explains WHY gases behave the way the gas laws describe, purely in terms of the motion of their particles.

10.7

Deviation from Ideal behaviour

An ideal gas is one that exactly obeys the ideal gas equation at every temperature and pressure; rearranging to , one mole of a perfectly ideal gas should give at any pressure.

10.8

Liquefaction of gases and critical constant

Most gases behave close to ideally at high temperature -- for instance, carbon dioxide's pressure-volume curve at °C closely follows the ideal Boyle's-law curve.

10.9

Liquid state

The liquid state sits between the solid and gaseous states: liquid molecules are held together by intermolecular forces that are moderately strong -- strong enough to give a liquid a definite, fixed v…

10.9.1

Vapour Pressure

Molecules at the surface of a liquid constantly have enough energy to escape into the space above the liquid as vapour, a process called evaporation.

10.9.2

Surface Tension

Surface tension arises because molecules deep within the bulk of a liquid are pulled equally in every direction by their neighbours, so the net force on them is zero, whereas molecules right at the li…

10.9.3

Viscosity

Viscosity measures the internal friction within a flowing liquid -- how strongly its layers resist sliding past one another.

More questions

42 Q
+Show 5 questions5 questions
  1. Q1The unit of viscosity is a. dynes b. newton c. gram d. poiseFree
  2. Q2Which of the following is true for 2 moles of an ideal gas ? a. PV = nRT b. PV = RT c. PV = 2RT d. PV = TFree
  3. Q3Intermolecular forces in liquid are - a. greater than gases b. less than solids c. both a and b d. greater than solidsPreview
  4. Q4Interactive forces are .......... in ideal gas. a. nil b. small c. large d. same as that of real gasesPreview
  5. Q5At constant temperature the pressure of 22.4 dm3 volume of an ideal gas was increased from 105 kPa to 210 kPa, New volume could be- a. 44.8…Preview
+Show 10 questions10 questions
  1. Q6Name the term used for mixing of different gases by random molecular motion and ferquent collision.Free
  2. Q7The pressure that each individual gas would exert if it were alone in the container, what do we call it as ?Free
  3. Q8When a gas is heated the particles move more quickly. What is the change in volume of a heated gas if the pressure is kept constant ?Free
  4. Q9A bubble of methane gas rises from the bottom of the North sea. What will happen to the size of the bubble as it rises to the surface ?Preview
  5. Q10Convert the following temperatures from degree celcius to kelvin. a. -15 degree C b. 25 degree C c. -197 degree C d. 273 degree CPreview
  6. Q11Convert the following pressure values into Pascals. a. 10 atmosphere b. 1 kPa. c. 107000 Nm-2 d. 1 atmospherePreview
  7. Q12Convert : a. Exactly 1.5 atm to pascals b. 89 kPa to newton per square metre (Nm-2) c. 101.325 kPa to bar d. -100 degree C to kelvin e. 0.12…Preview
  8. Q13If density of a gas is measured at constant temperature and pressure then which of the following statement is correct ? a. Density is direct…Preview
  9. Q14Observe the following conversions. a. H2 + Cl2 -> 2HCl b. 2H2 + Cl2 -> 2HCl + H2. Which of the above reactions is in accordance with the pri…Preview
  10. Q15Hot air balloons float in air because of the low density of the air inside the balloon. Explain this with the help of an appropriate gas law…Preview
+Show 10 questions10 questions
  1. Q16Identify the gas laws from the following diagrams. (three diagrams, a, b and c, shown in the textbook with a 'Diagrams / Gas laws' answer ta…Free
  2. Q17Consider a sample of a gas in a cylinder with a movable piston. Show digramatically the changes in the position of piston, if - a. Pressure…Free
  3. Q18List the characteristic physical properties of the gases.Free
  4. Q19Define the terms: a. Polarizability b. Hydrogen bond c. Aqueous tension d. Dipole momentPreview
  5. Q20Would it be easier to drink water with a straw on the top of Mount Everest or at the base ? Explain.Preview
  6. Q21Identify type of the intermolecular forces in the following compounds. a. CH3 - OH b. CH2 = CH2 c. CHCl3 d. CH2Cl2Preview
  7. Q22Name the types of intermolecular forces present in Ar, Cl2, CCl4 and HNO3Preview
  8. Q23Match the pairs of the following : 'A' a. Boyle's law b. Charles' law 'B' i. at constant pressure and volume ii. at constant temperature iii…Preview
  9. Q24Write the statement for : (a) Boyle's law (b) Charles' lawPreview
  10. Q25Differentiate between Real gas and Ideal gas.Preview
+Show 5 questions5 questions
  1. Q26State and write mathematical expression for Dalton's law of partial pressure and explain it with suitable example.Free
  2. Q27Derive an Ideal gas equation. Mention the terms involved in it. Also write how it is utilised to obtain combined gas law.Free
  3. Q28With the help of graph answer the following - At constant temperature, a. Graph shows relation between pressure and volume. Represent the re…Preview
  4. Q29Write Postulates of kinetic theory of gases.Preview
  5. Q30Write a short note on - a. Vapour pressure. b. Surface tension c. Viscosity.Preview
+Show 12 questions12 questions
  1. Q31A balloon is inflated with helium gas at room temperature of 25 degree C and at 1 bar pressure when its initial volume is 2.27L and allowed…Free
  2. Q32A syringe has a volume of 10.0 cm3 at pressure 1 atm. If you plug the end so that no gas can escape and push the plunger down, what must be…Free
  3. Q33The volume of a given mass of a gas at 0 degree C is 2 dm3. Calculate the new volume of the gas at constant pressure when a. The temperature…Free
  4. Q34A hot air balloon has a volume of 2800 m3 at 99 degree C. What is the volume if the air cools to 80 degree C?Preview
  5. Q35At 0 degree C, a gas occupies 22.4 liters. How much hot must be the gas in celsius and in kelvin to reach volume of 25.0 literes?Preview
  6. Q36A 20 L container holds 0.650 mol of He gas at 37 degree C at a pressure of 628.3 bar. What will be new pressure inside the container if the…Preview
  7. Q37Nitrogen gas is filled in a container of volume 2.32 L at 32 degree C and 4.7 atm pressure. Calculate the number of moles of the gas.Preview
  8. Q38At 25 degree C and 760 mm of Hg pressure a gas occupies 600 mL volume. What will be its pressure at the height where temperature is 10 degre…Preview
  9. Q39A neon-dioxygen mixture contains 70.6 g dioxygen and 167.5g neon. If pressure of the mixture of the gases in the cylinder is 25 bar. What is…Preview
  10. Q40Calculate the pressure in atm of 1.0 mole of helium in a 2.0 dm3 container at 20.0 degree C.Preview
  11. Q41Calculate the volume of 1 mole of a gas at exactly 20 degree C at a pressure of 101.35 kPa.Preview
  12. Q42Calculate the number of molecules of methane in 0.50 m3 of the gas at a pressure of 2.0x10^2 kPa and a temperature of exactly 300 K.Preview