Product description
B2K Orbit Hydraulic Motor is also called the BM5 Orbit Hydraulic Motor in our factory.B2K series motor adapt the advanced Geroler set design with disc distribution. The displacement range is from 80cc/r to 490cc/r for selection. It can meet the requirements of various equipment speeds and torques.
Characteristic features:
1. Advanced manufacturing devices for the Geroler set which use low pressure of start-up, provide smooth and reliable operation and high efficiency.
2. The output shaft adapts in tapered roller bearings that permit high axial and radial forces. Thus can offer capacities of high pressure and high torque in the wide of applications.
3. Advanced design in disc distribution flow, which can automatically compensate in operating with high volume and efficiency and long life. This can also provide smooth and reliable operation.
This series of motors include:
B2K Standard/B2KW (wheel motor) /B2KS (Bearingless ) with different size and shape of flange and shaft. You can choose the shaft and flange according to your needs.
Advantages of B2K Orbit Hydraulic Motor:
The B2K Orbit Hydraulic Motor is a high-performance hydraulic motor that offers several advantages. One of the key benefits of this motor is its durability, as it is built to withstand heavy use and harsh conditions. This makes it ideal for a range of applications, from construction and agriculture to industrial and marine.
Another advantage of the B2K Orbit Hydraulic Motor is its efficiency. This motor is designed to operate with minimal energy loss, which means it can perform at high speeds while using less fuel or electricity. This makes it a cost-effective choice for businesses looking to improve their bottom line and reduce their environmental impact.
The B2K Orbit Hydraulic Motor also offers excellent performance and versatility, with a range of speed and torque options available to suit a variety of applications. This makes it a popular choice among contractors and machinery operators who need a reliable and flexible hydraulic motor that can handle diverse tasks.
Finally, the B2K Orbit Hydraulic Motor is backed by a strong support team that provides exceptional technical and customer service. This ensures that businesses can rely on this motor for years to come, knowing that any issues or questions will be addressed promptly and professionally.
Overall, the B2K Orbit Hydraulic Motor offers a range of advantages for businesses looking for a durable, efficient, and versatile hydraulic motor. With its reliable performance and exceptional support, it is a smart investment for any company looking to improve its operations and boost its productivity.
Specification Data
Displ. cm3/r |
80 |
100 |
125 |
160 |
195 |
245 |
305 |
395 |
490 |
|
Flow (LPM) |
Continuous |
75 |
75 |
75 |
75 |
75 |
75 |
75 |
75 |
75 |
Intermittent |
75 |
95 |
95 |
115 |
115 |
115 |
115 |
130 |
115 |
|
Speed (RPM) |
Continuous |
799 |
742 |
576 |
477 |
385 |
308 |
246 |
191 |
153 |
Intermittent |
908 |
924 |
720 |
713 |
577 |
462 |
365 |
335 |
230 |
|
Pressure (bar) |
Continuous |
170 |
170 |
170 |
170 |
170 |
170 |
140 |
140 |
120 |
Intermittent |
275 |
275 |
275 |
275 |
240 |
240 |
205 |
170 |
140 |
|
Torque (N.m) |
Continuous |
195 |
245 |
315 |
380 |
455 |
555 |
560 |
700 |
845 |
Intermittent |
305 |
395 |
550 |
530 |
625 |
765 |
805 |
890 |
930 |
Performance Data
Dimensions
flange and Pilot Dia
Dimensions of Shaft
Dimensions of oil port
B2KS-Bearingless
Order information:B2k(BMS)
1 |
|
2 |
|
3 |
|
4 |
|
5 |
|
6 |
|
7 |
1 |
2 |
3 |
4 |
5 |
6 |
7 |
|||||
Code |
Displ.(CC/r) |
Flange |
Output Shaft |
Port and Drain Port |
Rotation Direction |
Paint |
|||||
B2K B2KW B2KS |
F1 |
4 Bolt flange (Standard)pilot φ82.5 |
A1 |
Splined 6D-30x26x8 |
P1 |
G1/2 G1/4 Manifold Mount 2-M10 |
R |
Standard |
N |
No paint |
|
80 |
F2 |
2 Bolt flange (Standard)pilot φ82.5 |
A2 |
Cylindrical shaft φ32 Paralell key 10x8x45 |
P2 |
M22x1.5 M14x1.5 Manifold Mount 2-M10 |
Q |
Blue |
|||
100 |
F3 |
6 Bolt Rhomb-flange(Standard)pilotφ82.5 |
A3 |
Cylindrical shaft φ25 Parallel key 8x7x28 |
P3 |
7/8-14unf O-ring 7/16-20unf Manifold Mount 2-M10 |
|||||
125 |
F4 |
2 Bolt Rhomb-flange(Standard) pilot φ70 |
A4 |
shaftφ25.4 Parallel key 6.35x6.35x32 |
P4 |
NPTF1/2 7/16-20unf Manifold Mount 2-M10 |
|||||
160 |
F5 |
4-φ13 Square-flange,pilot φ100 |
A5 |
shaft φ31.75, Parallel key 7.96x7.96x31.75 |
P5 |
M22x1.5 M14x1.5 Manifold Mount 3-M10 |
|||||
P6 |
G1/2 G1/4 Manifold Mount 3-M10 |
||||||||||
195 |
F6 |
4-φ11.5 Square-flange,pilot φ82.55 |
A6 |
Splined 14-DP12/24 ANSI B92.1P5 |
L |
Opposite |
B |
Black |
|||
245 |
F7 |
4-φ13.5 wheel-flange,pilot φ107.9 |
A7 |
Splined SAE 6B 6D-25.3x21.3x6.2 |
P7 |
M22x1.5 M10x1 Manifold Mount 3-M10 |
|||||
A8 |
shaft φ25.4 Woodruff keyφ25.4x6.35 |
P8 |
M20x1.5 M14x1.5 Manifold Mount 3-M10 |
||||||||
S |
Silver gray |
||||||||||
A9 |
Cylindrical shaft φ25.4 Paralell key 8x7x28 |
||||||||||
A10 |
Cylindrical shaft φ30 Parallel key 10x8x45 |
P9 |
NPTF1/2 G1/4 Manifold Mount 3-M10 |
||||||||
305 |
F8 |
(Bearingless)circle-flange,pilot φ100 |
A11 |
Cone-shaft φ35 Parallel key 6x6x20 |
|||||||
395 |
F9 |
(Bearingless)Square-flange,pilot φ101.5 |
A12 |
Splined 13-DP16/32 |
P10 |
2-φ13 0.4375-20UNF Manifold Mount 3-M10 |
|||||
400 |
F10 |
(Bearingless)4-M10 Square-flange |
A13 |
Splined 6D-30x26x6 AXIS DISTANCE 48 |
P11 |
2-φ13 M14x1.5 Manifold Mount 3-M10 |
|||||
A14 |
Splined 6D-30x26x6 AXIS DISTANCE 57 |
P12 |
7/8-14unf O-ring 7/16-20unf Manifold Mount 3-M10 |
||||||||
A15 |
Splined 6D-30x26x6 AXIS DISTANCE 44.5 |
P13 |
2-φ33.2 M14x1.5 Manifold Mount 8-M10 |
||||||||
A16 |
Cone-Shaft φ31.75 Parallel key 7.96x7.96x31.75 |
||||||||||
A17 |
Bearingless 12-DP12/24 |
Note:When the table is used, please fill the code of left rows in dash area and give us, which the code information is consists of construction, displacement, mounting flange. output shaft and ports. If the specification is not in the table or you have specific requirements, please contact us(whatsapp+8615106778662).
FAQ
Q: What is the delivery date after an order is placed?
Q: If the products do not meet the requirements, how to solve the problem?
Q: How to calculate torque?
Torque (Nm) = Displacement (cc/rev) x Working Pressure (MPa) x 0.16 (Factor)
According to the functional theorem: Vm (ml per radian) × w (radian per second) × p (MPa, differential pressure) × (total hydraulic motor efficiency) = w (radian per second) × T (Nm); so T =Vm×P×η; where the milliliter per radian of Vm is converted into milliliter per revolution and needs to be divided by 2π, which is multiplied by 0.16.
The displacement can be seen from the product label. The working pressure depends on the pressure gauge at the entrance of the orbit hydraulic motor. Knowing these two values, you can calculate the output torque of the orbit hydraulic motor at this time.
Q: What kind of Motor circuit is there?
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