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Download OU B.Pharma 2-1 Year 2010 4408 Pharmaceutical Engineering I Question Paper

Download OU (Osmania University) B.Pharma 2-1 (2nd Year 1st Sem) (Bachelor of Pharmacy) 2010 4408 Pharmaceutical Engineering I Previous Question Paper

This post was last modified on 04 May 2020

OU B.Pharm Question Papers Last 10 Years 2010-2020 || Osmania University


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HU Code No. : 4408

FACULTY OF PHARMACY

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B.Pharmacy II Year I Sem. (Main) Examination, November/December 2010

PHARMACEUTICAL ENGINEERING —1I

Time : 3 Hours] [Max. Marks: 70

Note: Answer all questions. All questions carry equal marks.

  1. a) i) Write about stainless steel as a material of plant construction along with its merits and demerits.

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    ii) Write a note on unit process.
    iii) Define corrosion. Classify corrosions.

    OR

    b) i) Explain briefly the theories of corrosion.
    ii) Write about copper and asbestos as material of plant construction along with their merits and demerits.
    iii) Write a note on scaling.
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  3. a) Write a short note on :
    i) Bernoulli's theorem
    ii) Reynolds number
    iii) Heat interchangers.

    OR

    b) i) Derive an equation for temperature gradients in forced convection.

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    ii) Write a note on Rotameter.
  4. a) i) Explain the principle, construction and working of belt conveyor with neat diagram.
    i) Write a note on Jet pump.

    OR

    b) Write a short note on :
    i) Peristaltic pump

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    ii) Vacuum pump.
    iii) Check valves.
  5. a) i) Discuss the various methods used to measure humidity.
    ii) Write about the applications of Air conditioning in Pharmacy.

    OR

    b) i) Discuss in detail about Refrigeration.

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    ii) Write the methods used for increasing and decreasing humidity.
  6. a) i) Suggest a filtration equipment for separation of fine dust particles from air.Write the principle, construction and working of that equipment.
    ii) Write the construction of disc centrifuge bowls.

    OR

    b) i) Write the principle, construction and working of leaf filters.
    ii) Write a note on Darcy's equation.
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