2. Belt conveyor
F= 0.02 – 0.04
T3 = 1.1 T2
So we need to calculate mb (mass of belt), midlers (mass of idlers), and m(mass of solid)
Per unit length
3. Belt conveyor
Mb (mass of belt per unit length) = B * x * density of belt
1000 - 1500 kg/m3
(4 mm)
(2 mm)
4. Belt conveyor
Midlers (mass of idlers)
7800 kg/m3
Mass of idler per unit length =
𝑚𝑎𝑠𝑠 𝑜𝑓 𝑖𝑑𝑙𝑒𝑟 ∗ 𝑁𝑜.𝑜𝑓 𝑖𝑑𝑙𝑒𝑟
𝐿𝑒𝑛𝑔𝑡ℎ
Idlers spacing if 2000 kg/m3 1100 mm to 1500 mm
if heavier 1000, 1300 mm
Length / spacing
5. Belt conveyor
Mass of solids per unit length = mass flow rate / velocity
Velocity assume 1 m/s if not stated
9. Sheet 3 Q1
• B= 319 mm 400 mm
• X total = 14mm
• Mass of belt = 6.16 kg
• At spacing 1300mm no. of
rollers = 33 roller
• Mass of idler roller per length =
9.23 kg
• Mass of solid per unit length =
11.11 kg/ m
T1 = 5500N
T4 = 10125.17N
Power = 8 Hp
10. Sheet 3 Q2
• A bucket elevator is used to lift 20 ton / hr of crushed alumina (of
average size = 10 mm) to a height of 10 m. to be dropped into a bin.
The bulk density is 2000 kg / m³. Select suitable buckets and calculate
the power required to drive the belt.
11. Sheet 3 Q2 – Final Answer
• At 300 mm spacing
• C = 2.08 L
• Td = 2463.4 N
• P = 3 hp
13. Screw Conveyors
• The pitch of the screw is taken as equal to its diameter (D) for free flowing
non-abrasive solids and to (0.8 D) otherwise
• The shaft rotates on bearings that are usually fixed by hangers to a plate
closing the trough. These hangers are spaced by about 3 meters
• filling ratio (F), which represents the ratio between the actual cross
section filled by solids to the total cross sectional area.
• F = 0.4 for free flowing solids.
F = 0.3 for free flowing mildly abrasive material
F = 0.25 for slow flowing mildly abrasive material
F = 0.13 for slow flowing highly abrasive material.
14. Sheet 3 – Q3
• Speed = 1.33 RPS
• F= 0.4
• P= D
• D= 230 mm
• Trough = 235 mm
• P= 7 hp