If you layout several conveyor systems applying tiny conveyor chains, the next basic problems needs to be content.

a. Chain stress: The actual tensile strength in operation has to be considerably reduce than the specified strength of the chain.

b. Strength of loaded parts of chain: The real loads utilized to attachments, such as rollers of base chain, best rollers, side rollers, and so on. in operation should be drastically smaller compared to the power of these components.

c. Wear existence of chain: Lubrication circumstances to make sure the put on daily life of chain should be fulfilled.

d. Sag adjustment of chain: The sag in the chain should be stored optimum by tension adjusters, take-up products, guides, and so forth.

e. Other individuals: Appropriate measures are taken to stop rail wear, machine vibration as well as other challenges.

The following complement the above.

Calculation of Chain Tension

Generally, initially, tentatively establish the chain dimension to get utilized referring to “Tentative determination of chain size”. Then, acquire “Theoretical chain stress (T)” (P213) for that tentatively established chain, and multiply the value by “Speed coefficient (K)”, to get “Substantial chain tension (Ta)”. For safety, the significant chain stress have to be lower than the “maximum allowable tension” stated in the table of dimensions of respective chains. Consequently, the condition below need to be pleased.

Security problem of chain stress

Considerable chain stress (Ta) ＝Theoretical chain tension (T) ×Speed coefficient (K)

Substantial chain stress (Ta) ＜Maximum allowable tension

If this ailment is just not happy, select a bigger chain by 1 size and re-calculate.

Tentative determination of chain dimension

qDetermine the mass (excess weight) per unit length of elements such as chain and attachment ωc (kg/m or kgf/m) assuming that it is ten percent of the mass (bodyweight) with the conveyed object ω1 (kg/m or kgf/m).

wIn reference to the calculation formulas on, get “Theoretical chain tension (T)” (kN or kgf) and “Speed coefficient (K)”, and determine “Substantial chain stress (Ta)” (kN or kgf).

eIn reference towards the table of dimensions of chains,identify the minimum chain, whose “maximum allowable tension” is increased than the “Substantial chain tension (Ta)”, and regard it as “tentatively made the decision chain”.

Value of pace coefficient (K)

The velocity coefficient (K) expresses the severity of operation issue in accordance to your traveling speed of chain because the issue gets severer as the traveling velocity of chain gets to be increased.

Multiply “Theoretical chain tension (T)” by “Speed coefficient (K)” to get “Substantial chain stress (Ta)”.