Screen capacity is proportional to (where, S = screen aperture)
A. S
B. $$\frac{1}{{\text{S}}}$$
C. S2
D. $$\sqrt {\text{S}} $$
Answer: Option A
A. S
B. $$\frac{1}{{\text{S}}}$$
C. S2
D. $$\sqrt {\text{S}} $$
Answer: Option A
A. Rittinger's law
B. Kick's law
C. Bond's law
D. None of these
Traces of solids are removed from, liquid in a
A. Classifier
B. Clarifier
C. Sparkler filter
D. Rotary vacuum filter
Which of the following is not categorised as a "mechanical operation"?
A. Agitation
B. Filtration
C. Size enlargement
D. Humidification
✅ D. √S (Square root of S)
📘 Explanation (from standard references like McCabe & Perry's):
Screen capacity refers to the amount of material a screen can handle per unit time.
It depends on several factors, but aperture size (S) has a direct influence.
According to standard theory:
Screen capacity
∝
𝑆
Screen capacity∝
S
Where S = screen aperture size (opening size in mm or µm).
🔹 Why √S?
Larger apertures allow more material to pass, but not linearly.
Because the flow through openings increases with cross-sectional area, and in screening, practical flow increases roughly with √S due to the geometry and particle dynamics.
✅ Final Answer:
D. √S