ICAR AICE-JRF/SRF (PhD) — Agricultural Engineering subjects 38–43 · India · National Testing Agency for ICAR
Original practice questions written to the published syllabus · not past papersMeasuring temperature, pressure, flow, force and moisture, logging the data, and controlling processes automatically.
In the exams: ICAR AICE subjects 38 (Unit 7), 39 (Unit 8) and 41 (Unit 9); NCEES PE sensors and data acquisition; NCEES FE 4–6 questions
ICAR AICE-JRF/SRF (PhD) — Dairy Engineering (Unit 7), Farm Machinery and Power Engineering (Unit 8), Processing and Food Engineering (Unit 9)
Definitions of static and dynamic characteristics; working principles of RTDs, thermistors, thermocouples, strain gauges, load cells, flow meters and moisture meters; bridge circuits; control modes and PID terms; short calculations on time constants, gauge factor, bridge output and moisture basis.
How our questions for ICAR AICE-JRF/SRF spread across the units of Instrumentation, Sensors & Process Control. Difficulty: 20 easy, 32 medium, 17 hard.
| Control modes: on-off, P, PI and PID | 14 | |
| Static and dynamic characteristics of instruments | 9 | |
| Moisture measurement | 9 | |
| Temperature transducers | 8 | |
| Force, torque and strain: strain gauges and load cells | 7 | |
| Pressure, flow and level measurement | 6 | |
| The generalised measurement system | 5 | |
| Signal conditioning | 3 | |
| Data acquisition and data loggers | 3 | |
| Programmable logic controllers | 3 | |
| IoT sensor networks | 2 |
Choose an answer, then open the working. Each explanation says why the right answer is right and why the others are not.
In the generalised measurement system, which functional element changes the magnitude of a signal without changing its physical nature?
A. The variable-manipulation element, for example an amplifier raising a millivolt signal to volts
Variable manipulation changes size, not kind: an amplifier makes a small voltage into a larger voltage. Variable conversion changes the kind of signal (pressure to displacement), the primary element senses the measurand, and the presentation element shows or stores the result.
Which of these transducers is self-generating (active), producing an output without any external excitation supply?
C. A thermocouple, which produces an emf from the temperature difference between its junctions
A thermocouple generates its own emf by the Seebeck effect. RTDs, strain gauges and capacitive sensors are passive: their resistance or capacitance changes, and an excitation voltage or current is needed to turn that change into a signal.
Sixteen repeated readings of soil temperature have a standard deviation of 0.8 °C. What is the standard error of their mean?
B. 0.20 °C
Standard error = s/√n = 0.8/√16 = 0.8/4 = 0.20 °C. Dividing by n (0.05) overstates the benefit of averaging; 0.8 is the scatter of single readings, not of the mean; 3.2 multiplies by √n instead of dividing.
A thermometer with a first-order time constant of 10 s is moved from air at 20 °C into hot water at 80 °C. What does it read 15 s later?
D. 66.6 °C
y = 80 − (80 − 20)e^(−15/10) = 80 − 60 × 0.2231 = 66.6 °C. 57.9 °C is the reading at one time constant (10 s), 62.1 °C ignores the 20 °C starting point, and 33.4 °C adds the remaining fraction instead of the completed fraction.
What does the designation 'Pt100' on a resistance temperature detector mean?
B. A platinum element whose resistance is 100 Ω at 0 °C
Pt100 is a platinum RTD with R0 = 100 Ω at 0 °C; at 100 °C it is about 138.5 Ω (α = 0.00385 /°C). It is a resistance device, not a thermocouple, and has no emf sensitivity.
Which thermocouple law allows a copper-wired voltmeter to be inserted into a thermocouple circuit without affecting the reading, provided both new junctions are at the same temperature?
B. The law of intermediate metals
The law of intermediate metals: a third metal inserted with both its junctions at the same temperature adds no net emf. The law of intermediate temperatures allows emfs over adjoining temperature intervals to be added; the homogeneous-circuit law says a single uniform wire produces no emf whatever its temperature gradient.
An orifice meter gives 16 kPa differential at 40 L/s. If flow falls to 20 L/s, what differential will it show?
C. 4 kPa
Q ∝ √Δp, so Δp ∝ Q². Halving flow divides Δp by four: 16/4 = 4 kPa. 8 kPa assumes a linear relation, which is why obstruction meters have limited turndown. 2 kPa assumes Δp ∝ Q³; 32 kPa doubles instead of quartering.
What is the main advantage of the 'live zero' of 4 mA in a 4–20 mA signal from a field level transmitter?
C. A reading of 0 mA shows a broken wire or failed transmitter, not a zero level
With 4 mA as zero, any current well below 4 mA indicates a fault, and 4 mA can also power a two-wire transmitter. Immunity to cable resistance comes from current signalling in general, not from the live zero.
Why is a dual-slope (integrating) ADC favoured in precision digital voltmeters used near mains equipment?
C. Integrating over a whole number of mains cycles averages out 50/60 Hz pick-up
A dual-slope converter integrates the input for a fixed time; if that time is a whole number of mains periods, the interference averages to zero. It is slow, not fast. One comparator per step is the flash converter, and the dual-slope method still uses a reference.
In a ladder-logic start/stop seal-in circuit for a conveyor motor, how are the stop button and the sealing contact arranged?
B. Stop as a normally closed contact in series; the motor's normally open contact in parallel with Start
The normally open output contact in parallel with Start keeps the coil energised after Start is released (seal-in). The normally closed Stop in series breaks the rung when pressed, and the circuit also drops out on power loss, so it does not restart unexpectedly.
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