Roller Chain General Catalog

3 - TO and TU Chains Calculations for chain selection vary according to their usage and arrangement. A sample calculation is given for the arrangement shown to the right.

Step 5 - Top Plate width Generally, the top plate must be wider than the material conveyed. When materials are very wide, and none of the top plate widths are satisfactory, top plates of the same width may be used in multi-strand arrangement. Top plates of different widths can be used together, but this is not desirable since the tension on the chains will be uneven.

Step 3 - Select Liner material The appropriate liner material must be selected from the top plate materials listed in Step 2.

Dry

Lubricated

T = (M + w) Lf2 +wlf2 + ML’f3…………………….Formula 3

Top Plate Material (Chain Type)

Liner Material

Abrasive Atmosphere

No

Yes

No

Yes

4 - Calculation of power required. HP= (TS/33,000 ● ∏ ) ……..Formula 4

Stainless Steel Steel

Step 6 - Calculate Chain tension (T) 1 - Linear movement. (TS, TT,TP,TN,TTP and P chains) T = (M+2.1w) Lf2 +ML’F3……………Formula 1

Stainless Steel TS and TT for straight running TRU, TKU, TO and TU, for curved.

O

O O O

Step 7 - Determine Chain Size Multiply maximum chain tension (T) by the speed coefficient (k1) taken from the Table VII and verify that the following equation is satisfied.

Super-High Polymer Polyethylene

O

X

O O

Stainless Steel

Palyacetal (TP, TTP, TN and P for linear movement, TPU and TNU for curved).

2 - Curved Movement (TRU,TKU,TPU,TNU and TTU Chains)

Steel

O

O

T X k1 ≤ Chain maximum allowable load………………….Formula 5

Super-High Polymer Polyethylene

X

The chain tension for curved movement is calculated similarly to that for linear movement. The tension at corners, however, is compensated for by the angle factor (K2) and length factor (K3).

O = Suggested X = Suggested

Good

Limited Use

When the maximum allowable load is insufficient, it can be corrected by using top plates with narrower width and increasing the number of chain strands, or splitting into many short conveyors.

Step 4 - Determine factors of coefficients (f2, f3, k2, k3) Table IV: Coefficient of Friction (f2) between Top Plate and liner.

Table VII - Speed Coefficient (k1) Chain Speed (ft./min)

Speed Factor (k1)

Coefficient of Dynamic Friction of Liner Material

0 - 50

1.0 1.2 1.4 1.6 2.2 2.8 3.2

Top Plate Material

Lubrication

Ultra High Polymer Polyethylene

Stainless Steel

Steel

50 - 100 100 - 160 160 - 230 230 - 300 300 - 360 360 - 400

Dry

0.35 0.20 0.20 0.25 0.15

0.35 0.20 0.20 0.25 0.15

0.25 0.15 0.15 0.25 0.15

Stainless Steel

Lubrication by soapy water

Oil Lubrication Stainless Steel

Polyacetal

Steel

T = Chain tension (lbs.) M = Weight of material conveyed per foot (lbs./ft. w = Chain weight (lbs./ft.) L = Center distance between sprockets (ft.) l = Distance not loaded (ft.) L’ = Distance of material sliding on the chain for storage (L’ = 0 when items and chain are not slipping) f2 = Coefficient of friction between the top plate and liner f3 = Coefficient of friction between goods moved and top plate k1 = Speed coefficient

Table V: Coefficient of Friction (f2) between Material Conveyed and Top Plate

Coefficient of Dynamic Friction of Top Plate Material Stainless Steel Polyacetal

Top Plate Material

Lubrication

Dry

0.30 0.20 0.35 0.20 0.30 0.20 0.35 0.20

0.25 0.10 0.25 0.15 0.40 0.20 0.25 0.15

Plastic and paper containers and film packages

Lubrication by soapy water

Dry

Cans (with metal tops and bottoms)

Lubrication by soapy water

Dry

Bottles and Ceramics

Lubrication by soapy water

Dry

Industrial parts (metal)

Slack Side Chain tension at A: Ta Ta = L1wf2k2, L1 = l1 + R1k3 (k2 and k3 at 180°) Chain tension at B: Tb Tb = (Ta +L2wf2) k2, L2 = l2 + R2k3 (k2 and k3 at 90°) Chain tension at C: Tc Tc = Tb + L3wf2, L3 + l3 Loaded Side Chain tension at d: Td Td = (Tc + (M+w) L5f2+ ML’4f3) K2, L4 = l3 +R2k3 Chain tension at e: Te Te = (Td +(M + w) L4f2 + ML’4f3) K2, L5 = l2 + R1k3 Chain tension atf: Tf Tf = Te + (M+w) L5f2 + ML’6f3

Lubrication by soapy water

k2 = Angle factor k3 = Length factor

Table VI: Angle Factor (k2) and Length Factor (k3)

R = Radius at corner (ft.) S = Chain speed (ft./min) ∏ = Mechanical transmission efficiency for drive unit HP = Power required

Angle Factor (k2)

Turning Angle

Length Factor (k2)

TPU and TNU Chains

TRU and TKU Chains

Dry 1.15 1.30 1.50 1.70 1.90 2.20

Lubricated

Dry 1.20 1.45 1.75 2.10 2.50 3.00

Lubricated

30° 60° 90°

0.50 1.00 1.60 2.10 2.60 3.10

1.10 1.15 1.25 1.35 1.50 1.60

1.10 1.25 1.35 1.50 1.70 1.85

Conveyor Design The layout of a conveyor varies with the type of chain used. A typical layout is shown below. Goods should be conveyed on the tension side of the chain, and the slack (return) side should be supported by guide rails with sloped ends to prevent chain vibration and conveyor pulsation.

120° 150° 180°

k2 and k3 factors are to be used for curved movement except for TO and TU types. k3 = ∏ ● Turning Angle/180°

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