energy chain - Technical terms and definitions

Abbreviations Explanation:Unit
αAngle of rotation [°]
ΔMDeviation of the centre point [mm]
aAcceleration[m/s2
ARouter radius energy chain (for twisterchain®) [mm]
BaOuter width [mm]
BiInner width [mm]
BRa Guide trough outer width [mm]
BRi Guide trough inner width [mm]
D Over length e-chain® radius in final position [mm]
D2Over length for long travels gliding [m]
FLBUnsupported length with sag [mm]
FLGUnsupported straight length [mm]
FLUUnsupported lower run [mm]
FLPProjected unsupported length [m] [mm]
FL90Side-mounted applications [m] [mm]
FLmax.Maximum fill weight [kg/m]
HNominal clearance height [mm]
H2Clearance height with lowered moving end [mm]
hae-chain® External link height [mm]
HFRequired clearance height [mm]
hiInner height [mm]
HRaOuter trough height [mm]
HRiInner trough height [mm]
IRinner radius e-chain®[mm]
KAdd-on for bend radius for calculating the e-chain length [mm]
K2Add-on for bend radius if the mounting point is lowered (for long travels) [mm]
LKe-chain®-length [mm]
nNumber of links [1]
nMonNumber of installation sets (left/right) [1]
nRiNumber of trough sets (left/right) [1]
RBend radius[mm]
RBRReverse Bend Radius [mm]
S Travel[mm]
S/2Half length of travel [mm]
Te-chain® pitch[mm]
v Speed[m/s]
X1Inner machine limit (twisterchain) [mm]
X2outer radius e-chain® incl. Free space [mm]

Formulae

FormulaExplanation:
LK = S/2 + Ke-chain®® -length, all installation types, fixed end in the centre of the travel, except circular movements and most long travels (for FLG, FLB) [m].
LK = S/2 + ΔM + K e-chain®® -length, fixed end outside the centre of the travel path (for FLG, FLB and ΔM)
LK = [sup]S[sup]/2 + K2[m] e-chain®® -length for long travel distances, fixed end in the centre of the travel distance
SFLB = 2 * FLB Calculation of maximum travel length, unsupported with sag
SFLG = 2 * FLG Calculation of maximum travel length, unsupported straight
BRI ≥ Ba + 5 Minimum guide trough width
HRI ≥ 2 * ha Minimum height of the guide trough for gliding application
K = R * π + (2 x T) Add-on for bend radius

Opening principle

"easy" design
Not to be opened
Lids removable along the outer radius
triflex® R completely closed
Zipper principle
crossbars openable along the outer radius, from both sides
Crossbars removable along the inner and outer radius
triflex R – "easy" design; simply press cables in
Openable along the inner radius from one side
Crossbars openable from both sides along the inner radius
Openable from both sides - lids openable along the outer radius, from one side
triflex R – light version with "easy" design; simply press cables in
Openable from one side on the outer radius
Lids removable along the outer radius
Easy filling from both sides with "easy" design
triflex R – variant with snap-lock mechanism

Pictograms of the installation types

Unsupported type of movement
Sliding movement type
Rotary movement
Hanging type of movement
Standing type of movement
zig-zag type of movement
Movement type rotated by 90
Horizontal/vertical type of movement
Movement type side by side
Combined type of movement
Self-supporting lower run
Projected unsupported length FLP

Consulting

I look forward to answering your questions

Shipping and consultation