Physics · Class 11 Science
Ch 10Thermal Properties of Matter — Class 11 Physics, concept-first.
WBCHSE's Unit 7 "Properties of Bulk Matter" closes its third and final sub-topic by turning from the mechanical response of solids and fluids (how they deform under stress, and how fluids exert pressure and flow) to their thermal response -- how a solid, a liquid, or a gas behaves when it is made hotter or colder.
Key concepts
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Temperature Scales
Temperature is measured on the Celsius, Fahrenheit, or (SI, absolute) Kelvin scale, each fixed by two reference points (the ice point and steam point of water for Celsius/Fahrenheit; absolute zero for Kelvin) divided int…
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In previous exams
How often this chapter’s concepts have been examined — real appearance data, never estimated.
Chapter contents
The NCERT structure, section by section. Open a section to see its questions, then read the concept-first solution.
Introduction: Heat and Temperature
WBCHSE's Unit 7 "Properties of Bulk Matter" closes its third and final sub-topic by turning from the mechanical response of solids and fluids (how they deform under stress, and how fluids exert pressu…
Temperature Scales and Their Relations
A temperature scale is constructed by choosing two fixed points -- physical states that are easily and reproducibly obtained in a laboratory, each assigned a fixed numerical temperature value by conve…
Thermal Expansion of Solids
When the temperature of a solid is raised, the atoms making up its crystal lattice vibrate about their mean (equilibrium) positions with a larger average amplitude.
Thermal Expansion of Liquids and Gases
A liquid has no fixed shape of its own -- it simply takes the shape of whatever vessel holds it -- so it makes no sense to talk about a liquid's "length" or "area" changing with temperature.
Anomalous Expansion of Water and Its Effects
The general rule that a liquid's volume increases steadily as it is heated, and correspondingly decreases steadily as it is cooled, is one that ordinary water spectacularly breaks over a narrow but cr…
Specific Heat Capacity and Molar Heat Capacity
Experience shows that different substances need very different quantities of heat energy to produce the same rise in temperature, even when equal masses are compared -- heating a kilogram of water by…
Principle of Calorimetry
Calorimetry is the branch of thermal physics concerned with measuring quantities of heat, and the whole subject rests on one guiding idea, the principle of calorimetry, which is nothing more than the…
Change of State and Latent Heat
Matter, as studied at this level, is ordinarily found in one of three states: solid, liquid, or gas. A substance can be made to pass from one of these states to another by supplying heat to it, or by…
Heat Transfer: Conduction and Thermal Conductivity
Heat, wherever a temperature difference exists, always moves from the hotter region towards the colder one, and it does so by one (or more) of three physically distinct mechanisms.
Heat Transfer: Convection
Convection is the second mode of heat transfer, and it is possible only within a fluid -- a liquid or a gas -- because, unlike conduction, it works by the actual bulk (large-scale) movement of the hea…
Heat Transfer: Radiation, Absorptive and Emissive Power
Radiation is the third and last mode of heat transfer, and it is fundamentally different from both conduction and convection in one crucial respect: it needs no material medium at all.
Kirchhoff's Law of Radiation
Section 10.11 introduced two separate properties of any surface -- its absorptive power and its emissive power -- and noted, without proof, that good absorbers also tend to be good emitters.
Black-Body Radiation and Wien's Displacement Law
A black body is an idealised surface (introduced in Section 10.11) that absorbs the entirety of the electromagnetic radiation falling on it, at every single wavelength, reflecting none of it and trans…
Stefan-Boltzmann Law and Boltzmann's Correction
While Wien's displacement law (Section 10.13) describes where, in the spectrum, a black body's emission is concentrated, it says nothing about how much total energy the black body is radiating altoget…
Newton's Law of Cooling
The exact, corrected radiation law of Section 10.14, , is completely general but mathematically awkward to use in many everyday situations, since it involves the fourth power of two absolute temperatu…
Summary
- Heat is energy transferred between bodies because of a temperature difference; temperature is the property that decides the direction of that transfer, measured on the Celsius, Fahrenheit, or (SI, a…
Sample & Board Papers
Sample papers and previous-year board questions for this subject.
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- Example 1At what temperature do the Celsius and Fahrenheit temperature scales give exactly the same numerical reading? Show your working using the re…Free
- Example 2A steel railway rail is $20\ \text{m}$ long at $10\,^\circ\text{C}$. If the rail is heated to $40\,^\circ\text{C}$ on a hot afternoon, find…Free
- Example 3$200\ \text{g}$ of water at $80\,^\circ\text{C}$ is poured into $300\ \text{g}$ of water at $20\,^\circ\text{C}$ inside a calorimeter of neg…Preview
- Example 4Calculate the total quantity of heat required to convert $500\ \text{g}$ of ice at $-10\,^\circ\text{C}$ completely into steam at $100\,^\ci…Preview
- Example 5A metal rod of length $2\ \text{m}$ and uniform cross-sectional area $5\ \text{cm}^2$ has its two ends maintained at steady temperatures of…Preview
- Example 6A blackened metal sphere of surface area $0.1\ \text{m}^2$ is maintained at a steady temperature of $727\,^\circ\text{C}$ ($1000\ \text{K}$)…Preview
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- Q7A patient's body temperature is recorded as $102\,^\circ\text{F}$ on a clinical (Fahrenheit) thermometer. Convert this reading to the Celsiu…Free
- Q8Define the coefficient of linear expansion ($\alpha$), the coefficient of superficial (areal) expansion ($\beta$), and the coefficient of cu…Free
- Q9Explain, in terms of thermal expansion of solids, (a) why a small gap is deliberately left between successive lengths of a railway track at…Free
- Q10Describe the anomalous expansion of water between $0\,^\circ\text{C}$ and $4\,^\circ\text{C}$. Explain, using this property, why a pond in a…Preview
- Q11The specific heat capacity of copper is $390\ \text{J kg}^{-1}\text{K}^{-1}$. Calculate the quantity of heat that must be supplied to raise…Preview
- Q12State the principle of calorimetry. Explain why a calorimetry experiment is always carried out inside an insulated vessel (a calorimeter) wh…Preview
- Q13Distinguish between the latent heat of fusion and the latent heat of vaporisation of a substance. Using the idea of latent heat, explain why…Preview
- Q14Define the absorptive power and the emissive power of a surface at a given temperature and wavelength. State Kirchhoff's law of radiation co…Preview
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- Q15A glass flask holds $500\ \text{cm}^3$ of a liquid at $25\,^\circ\text{C}$. If the coefficient of cubical (volume) expansion of the liquid i…Free
- Q16A $100\ \text{g}$ piece of an unknown metal, initially at $150\,^\circ\text{C}$, is dropped into $200\ \text{g}$ of water at $25\,^\circ\tex…Free
- Q17A fixed mass of an ideal gas occupies a volume of $2\ \text{L}$ at a temperature of $27\,^\circ\text{C}$ when held at constant pressure. Fin…Free
- Q18Two metal rods, $A$ and $B$, of equal length $1\ \text{m}$ and equal cross-sectional area, are joined end to end to form a single composite…Preview
- Q19A hot body cools from $80\,^\circ\text{C}$ to $70\,^\circ\text{C}$ in $5$ minutes when the surrounding temperature is kept constant at $30\,…Preview
- Q20The surface temperature of a certain star is estimated to be $6000\ \text{K}$. Treating the star as a black body and taking Wien's constant…Preview
- Q21Treating the Sun as a black-body sphere of radius $R = 6.96\times10^{8}\ \text{m}$ with a surface temperature of $5800\ \text{K}$, use Stefa…Preview
- Q22A $1000\ \text{W}$ electric immersion heater is used to heat $2\ \text{kg}$ of water from $20\,^\circ\text{C}$ to $80\,^\circ\text{C}$. Assu…Preview