縮寫 | 說明: | 單位 | |
---|---|---|---|
α | = | 旋轉{HA}角度 | [°] |
ΔM | = | 偏移中心點的距離 | [mm] |
a | = | 加速度 | [m/s 2 ] |
AR | = | 外半徑,盤帶式拖鏈(twisterchain) | [mm] |
Ba | = | 拖鏈外寬 | [mm] |
Bi | = | 拖鏈內寬 | [mm] |
B Ra | = | 導槽外寬 | [mm] |
B Ri | = | 導槽內寬 | [mm] |
D | = | 退回極限位置時的距離 | [mm] |
D 2 | = | 長行程滑動拖鏈退回極限位置時的距離 | [mm] |
FL B | = | 有允許下垂的懸空長度 | [m] |
FL G | = | 懸空直線長度 | [m] |
FL U | = | 下部無支撐 | [m] |
FL P | = | 傾斜懸空[m] | [m] |
FL 90 | = | 側躺安裝[m] | [m] |
FZ最大值 | = | 最大填充重量 | [kg/m] |
H | = | 標稱間隙高度 | [mm] |
H 2 | = | 移動端降低時的間隙高度 | [mm] |
ha | = | 拖鏈外高 | [mm] |
H F | = | 實際安裝高度 | [mm] |
hi | = | 拖鏈內高 | [mm] |
H Ra | = | 導槽外高 | [mm] |
H Ri | = | 導槽內高 | [mm] |
IR | = | 拖鏈的內徑 | [mm] |
K | = | 彎曲半徑餘量(K可在各個系列的數據表中找到) | [mm] |
K 2 | = | 接頭位置調低時的彎曲半徑餘量(適合於長行程) | [mm] |
L K | = | 拖鏈長度 | [mm] |
n | = | 鏈節數 | [1] |
n Mon | = | 安裝套件數量(左/右) | [1] |
n Ri | = | 導槽數量(左/右) | [1] |
R | = | 彎曲半徑 | [mm] |
RBR | = | 反向彎曲半徑 | [mm] |
S | = | 行程 | [mm] |
S/2 | = | 一半行程 | [mm] |
T | = | 拖鏈間距 | [mm] |
v | = | 速度 | [m/s] |
X 1 | = | 設備內部安裝空間(twisterchain) | [mm] |
X 2 | = | 拖鏈外半徑,包括間隙 | [mm] |
計算公式 | 解釋 | |
SFLB = 2 * FLB | = | 最大行程長度, 安全下垂前提 |
SFLG = 2 * FLG | = | 最大行程長度, 直線懸空前提 |
BRI ≥ Ba + 5 | = | 最小導向槽寬度 |
HRI ≥ 2 * ha | = | 最小導向槽高度 |
K = π * R | = | 彎曲半徑餘量 |
LK = S/2 + ΔM + K | = | 拖鏈長度計算, 適用於固定端不在
行程中央 (FLG, FLB 和 ΔM)的應用 |
LK = S/2 + K | = | 拖鏈長度計算, 適用於除了旋轉運動及長行程外
所有固定端位於行程中央的應用 (FLG, FLB) [m] |
LK = S/2 + K2 | = | 長行程拖鏈長度計算,
固定端位於形成中央的應用 |
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igus® GmbH points out that it does not sell any products of the companies Allen Bradley, B&R, Baumüller, Beckhoff, Lahr, Control Techniques, Danaher Motion, ELAU, FAGOR, FANUC, Festo, Heidenhain, Jetter, Lenze, LinMot, LTi DRiVES, Mitsubishi, NUM, Parker, Bosh Rexroth, SEW, Siemens, Stöber and all other drive manufacturers mentioned on this website. The products offered by igus® are those of igus® GmbH.