Process dynamics terminology:\nWhen is a chemical process said to be operating under unsteady (transient) state conditions?

Difficulty: Easy

Correct Answer: When both flow rates and compositions vary with time

Explanation:


Introduction / Context:
In process control and mass/energy balance calculations, distinguishing steady state from unsteady (transient) state is fundamental. Most design correlations assume steady state, while start-up, shut-down, and disturbances are transient.


Given Data / Assumptions:

  • Generic process (reactor, separator, or heat exchanger) with inlets and outlets.
  • System boundaries remain fixed.


Concept / Approach:
Steady state means that all macroscopic variables inside the control volume (e.g., holdup, composition, temperature) are time-invariant. Under unsteady state, at least one of these variables changes with time, often due to changing inflows/outflows or reactions not balanced by removal.


Step-by-Step Solution:

Identify time-dependence: if concentrations or flow rates change with time, the process is unsteady.Option (c) explicitly states that both flow and composition are time-dependent; this is a textbook indicator of unsteady state.Options (a) and (b) imply constant conditions; they correspond to steady-state behavior.Option (e) is incomplete; temperature alone may vary, but the definition emphasizes process variables broadly, including compositions and flows.


Verification / Alternative check:
Write a dynamic mass balance: d(Inventory)/dt = In − Out + Generation − Consumption. If d(Inventory)/dt ≠ 0 for any species or energy, conditions are unsteady.


Why Other Options Are Wrong:

  • (a) and (b): Describe time-invariant behavior.
  • (d): Invalid because (c) correctly states unsteady state.
  • (e): Too narrow; unsteady state typically involves broader time dependence.


Common Pitfalls:
Confusing periodic steady state with true unsteady state, or assuming thermal transients alone define dynamics. Always check material and energy inventories.


Final Answer:
When both flow rates and compositions vary with time

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