PFR Right Angle Precision Planetary Gearbox

PFR PLANETARY GEARBOXOverview of PFR Speed Reducer

● Square flange output design ensure fast connection with any motor
● High rigidity & torque due to the use of needle roller bearing
● Spiral bevel gears are adopted to ensure the lowest backlash
● Space-saving design
Motors can be mounted at a 90 degree to save the space
● No leakage of grease
High viscosity and non-separated grease is used to avoid the leakage.
● Square flange output design ensure fast connection with any motor

IntroductionSpecification TableRelated Page

Indication of Model Numbers of PFR Speed Reducers

Description of PFR Planetary Speed Reducer

PFR series right angle gearbox is designed for solve the problems of space. The compact structure of PFR speed reducer provides customer with a good solution when installation space or clearance are limited. High precision and solid construction make PFR speed reducer more valuable than other similar gearbox. Two ends of needle roller bearings with high precision on the shaft backup the planetary gears to improve the torsional stiffness of speed reducer. Meanwhile, this planetary gearbox is also an economy pecision gear reducer, providing an excellent choice for customers who has limited budget. In addition, flanged output design make it easier to connect with the equipment.

Application of PFR Precision Planetary Gearbox

Precision planetary reducer is widely used in various fields: environmental protection equipment, precision instruments, flame cutting, CNC machine tools, tool machinery, automation industry, printing machinery, textile printing and dyeing, pharmaceutical leather, environmental protection equipment, coal equipment, cement equipment, beer drink, mining machinery, wire rope transmission life test machine, glass equipment, winding machine, food packaging, welding equipment, CNC machine tools, laser cutting, industrial robot measuring equipment, rubber plastics, petrochemical, lifting transportation and other light and heavy industry, mechanical transmission and precision control field.

Taiqi Seiko Superior Manufacturing Processes of PFR Planetary Gearbox:

All the components are controlled by TQG strict quality control system. The planetary gears and sun gear are all helical gears, carburized and quenched to 58-62HRC, and will be proceeded the precision grinding and technical corrected to achieve perfect transmission effect. The planetary gear is supported by two ends of the needle rollers, which has enhanced the torsional stiffness. The protection level of TQG planetary gearbox is up to the international standard IP65 (full dustproof and waterproof).

Patent of PFR series Planetary Gear Reducers:

TQG PFR series planetary gearboxes are featured with two multi-national patent of lubricating construction, which is applied in the internal spiral gear structure to ensure the highest output efficient .

Patent 1: Reduce the axial thrust of the planetary gear running.

Patent 2: Increase the lubrication, reduce the frictional resistance and noise.

Model No.UnitStageRatioPER040PER060PER080PER120PER160
Rated Output TorqueNm131728112165423
41538110146364
51440108160423
71335105149358
101225100141293
2151728112165423
201538110146364
251440108160423
301328112165423
351335105149358
401238110146364
501440108160423
701335105149358
1001225100141293
Max. Output TorqueNm1,23-1003 Times of Normal Output Torque
Rated Input SpeedRpm1,23-10030003000300030002500
Max. Input SpeedRpm1,23-10050005000500050003600
Precision Backlash P1Arcmin13-10≤8≤8≤8≤8≤8
212-100≤10≤10≤10≤10≤10
Standard Backlash P2Arcmin13-10≤11≤11≤11≤11≤11
212-100≤13≤13≤13≤13≤13
Torsional RigidityNm/arcmin1,23-10036122250
Max. Radial ForceN1,23-100320460130032006520
Max. Axial ForceN1,23-10016023066016003260
Service LifeHr1,23-10020000hrs
Efficiency%13-10≥97%
215-100≥94%
WeightKg13-100.730.992.14.9818.2
215-1001.051.463.26.9224.9
Operating Temperature1,23-100(-25℃~+90℃)
Lubrication1,23-100Synthetic Grease
Protection Class1,23-100IP65
Mounting Position1,23-100Any Direction
Noise LeveldB(A)1,23-100≤62≤63≤65≤67≤68

Moment of Inertia