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![](data:image/png;base64,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)
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|
Model |
CQDM12/15 |
CQDM12/15 |
1 |
Feature |
Type |
|
Reach |
Reach |
2 |
Mast type |
|
2-Stage STD |
Full Free 3-Stage |
|
Load capacity |
kg |
1200/1500 |
1200/1500 |
|
Load center |
mm |
500 |
500 |
|
EPS ( Electric Power Steering ) |
|
standard equipped |
standard equipped |
|
Wheel base |
mm |
1332 |
1332 |
4 |
Operating type |
|
Stand on |
Stand on |
5 |
Wheels |
Wheels type |
|
PU |
PU |
6 |
Wheel quantity Driving wheel / Balance wheel / Bearing wheel |
|
1/0/2 |
1/0/2 |
7 |
Dimension |
Reach distance |
mm |
0-425 |
0-425 |
8 |
Standard lift height |
mm |
1400/2000/2500/3000/3300/3600/4000 |
3700/3900/4200/4500 |
9 |
Max. extend height |
mm |
2235/2835/3335/3835/4135/4435/4835 |
4580/4780/5080/5380 |
10 |
Mast lowered height |
mm |
1490/1790/2040/2290/2440/2590/2790 |
1832/1898/1998/2098 |
11 |
Lowered fork height |
mm |
55 |
55 |
12 |
Fork size (length / width / thickness) |
mm |
1070/100/40 |
1070/100/40 |
13 |
Overall length |
mm |
2440/2896 |
2440/2896 |
14 |
Overall width |
mm |
1083 |
1083 |
15 |
Outside width between forks |
mm |
200-755 |
200-755 |
16 |
Tilt of fork (Forward / Backward) |
Grad |
3/5 |
3/5 |
17 |
Min.turning radius |
mm |
1596/2040 |
1596/2040 |
18 |
Min. Aisle width for pallets 800x1200 |
mm |
3023/3456 |
3023/3456 |
19 |
Min. Aisle width for pallets 1200x1200 |
mm |
3044/3472 |
3044/3472 |
20 |
Min. ground clearance |
mm |
60 |
60 |
21 |
Performance |
Travel speed (laden/unladen) |
km/h |
5/5.5 |
5/5.5 |
22 |
Lift speed (laden/unladen) |
mm/s |
130/230 |
130/230 |
23 |
Lowering speed (laden/unladen) |
mm/s |
130/230 |
130/230 |
24 |
Gradeability (laden/unladen) |
% |
3/5 |
3/5 |
27 |
Electrical configuration |
Drive motor / Lift motor / Steering motor |
KW |
AC1.5 / DC3.0 / DC0.15 |
AC1.5 / DC3.0 / DC0.15 |
28 |
Battery voltage |
V |
24 |
24 |
29 |
Battery capacity |
Ah |
280 |
280 |
30 |
Brake |
|
Electromagnetic / Regnerative |
Electromagnetic / Regnerative |
31 |
Controller |
|
Curtis |
Curtis |
33 |
Weight |
Battery weight |
kg |
235 |
235 |
34 |
Service weight battery |
kg |
2100 |
2300 |