Prepare for NEET Physics Thermal Properties Of Matter with MCQs & PYQs on NEET.GUIDE. Get free practice, previous year questions, and expert explanations of heat transfer and expansion.
A platinum resistance thermometer has a resistance of at and at . If its resistance is measured to be when placed in a hot bath, what is the temperature of the bath, assuming a linear relationship between resistance and temperature?
60°C
70°C
80°C
90°C
A constant volume gas thermometer shows pressure readings of at the triple point of water and at the boiling point of water at 1 atm. What is the ideal gas temperature corresponding to a pressure reading of ?
273.16 K
373.15 K
546.32 K
646.3 K
A thermocouple using iron and copper produces an emf of when its junctions are kept at and . If the cold junction is kept at and the emf is , what is the temperature of the hot junction?
\frac{100E_2}{E_1} - 20
\frac{100E_1}{E_2} - 20
\frac{100E_2}{E_1} + 20
\frac{E_2}{E_1} + 20
A pyrometer is calibrated to measure temperatures in the range of 500°C to 2500°C. Which of the following is NOT a valid reason for choosing a pyrometer over a thermocouple in this temperature range?
The object being measured may be inaccessible for direct contact.
The high temperatures could damage a thermocouple.
Pyrometers offer faster response times.
Pyrometers are more accurate than thermocouples at these temperatures.
Which of the following properties of materials is NOT utilized in temperature measurement devices?
Electrical Resistance
Thermoelectric EMF
Thermal Expansion
Magnetic Susceptibility
A bimetallic strip made of materials X and Y, with linear expansion coefficients and respectively (), is fixed at one end. When heated, the strip bends. A small mass 'm' is attached to the free end, producing a bending moment 'M'. If the temperature is further increased by , and assuming the bending remains elastic, the additional bending moment required to keep the strip straight is:
(1/2)Ywd^2(α_X - α_Y)ΔT
(1/4)Ywd^2(α_X - α_Y)ΔT
Ywd^2(α_X - α_Y)ΔT
(1/8)Ywd^2(α_X - α_Y)ΔT
A solid sphere of radius 'R' made of a material with a volume expansion coefficient '' is heated by . The fractional change in its moment of inertia about a diameter is:
(2/5)γΔT
(2/3)γΔT
(1/3)γΔT
(1/5)γΔT
Two rods of identical dimensions but different materials, having linear expansion coefficients and (), are fixed at their ends and subjected to the same temperature increase. If the thermal stress developed in the rods are and respectively, which of the following is correct?
Data insufficient to predict
A pendulum clock keeps correct time at . The pendulum is made of a material with a linear expansion coefficient . If the temperature increases to , how much time will the clock gain or lose in one day?
Gain seconds
Lose seconds
Gain seconds
Lose seconds