Difficulty: Medium
Correct Answer: True
Explanation:
Introduction:
Compound engines split expansion across high-pressure (HP) and low-pressure (LP) cylinders to improve efficiency. The mechanical arrangement (tandem vs. cross-compound) affects turning-moment uniformity and thus the size of flywheel needed to smooth speed fluctuations through the cycle.
Given Data / Assumptions:
Concept / Approach:
Flywheels mitigate fluctuations by storing/releasing kinetic energy as torque deviates from mean. When multiple cylinders deliver their peaks out of phase (e.g., 90°), the combined torque is more uniform, so a smaller flywheel suffices. In a tandem arrangement, both cylinders act in phase on the same crank, so torque peaks and troughs align, increasing fluctuation and requiring a larger flywheel to keep speed within limits.
Step-by-Step Solution:
Model torque T(θ) as sum of cylinder contributions.For tandem: T_total(θ) ≈ T_HP(θ) + T_LP(θ) with same phase ⇒ higher amplitude of fluctuation.For cross-compound: phase shift near 90° reduces resultant fluctuation factor.Flywheel energy coefficient depends on fluctuation of energy per cycle, which is larger for the tandem case ⇒ larger flywheel moment of inertia needed.
Verification / Alternative check:
Design texts show lower coefficient of fluctuation of speed for multi-cylinder engines with cranks evenly spaced, validating the argument for larger flywheels when torque sources are in phase.
Why Other Options Are Wrong:
Common Pitfalls:
Assuming “more cylinders” always means smoother torque; phasing and crank geometry matter as much as cylinder count.
Final Answer:
True
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