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VEGA CNC 1270 Souter Blvd. Troy, MI 48083 (248) 585-3600
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VEGA 2790502 Converter Boards
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Resolver to Encoder Converter with Hall Effect Simulation
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Vega 2790502 Resolver to Digital Interface
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Works with R25 and other resolvers
- Works with R11, R25 or most any other Resolver
- Incremental encoder output signls
- Makes a resolver as easy to use as an encoder
- Jumper selectable count, 1000, 1024, 2000, 2048, 4000, 4096, 8000, and 8192 A-quad-B with Index and complements
- Jumper selectable excitation frequency including 2.5, 5.0 and 10 kHz
- Jumper selectable Hall Cycles (1,2,3,4,5,6,10,12)
With the VEGA 2790502 converter you can have both the ruggedness of a resolver and the digital simplicity of the digital interface. The 2790502 may be
used with almost any resolver. The Index/Marker pulse (Channel Z) will occur once per transducer cycle t the zero degree position..
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Vega 2790502 Applications
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- Ideal for closed loop positioning systems
- Machine Tools
- Coordinate Measuring Mcines
- PLC Positioning Control
- Index/Rotary tble
- Tracking/Telescope/Telemetry Systems
- Transfer Lines
- Positioning System
- Robotic Applications
- Dispensing Systems
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Advanced Features:
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- Easy to Use and Easy to Set Up
- Simply Retrofits
- Panel Mount or DIN Rail option
- Non-Phase Locked Loop Design (No Lag)
- Highly Accurate
- Tuned Filter For Noise Immunity
- A-Quad-B, Index and Complements
- TTL/Line Driver Outputs
- Quadrature encoder signals to 4 mHz
- Single +5 vDC Supply Operation
- Loss of Phase Detection
- Fault Signal Output (Line Driver and Active Pull-Up)
- Status LED's for
Power, A, B, Z, Hall A, Hall B, Hall C, Signal HI, Signal MID, and Fault
- Configurable Fault signal conditioning for Fail-Safe operations
- Compact Design and Easy to install
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Vega 2790502 Specifications
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Excitations:
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2.5, 5, or 10 kHz
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Resolver Input:
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0.8 to 18 vpp
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Power Requirements:
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5 vDC @ 250 mA
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Drive Capacity;
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200 mA Peak
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Mechnical
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2.825 x 5.25 x 1.00
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Accuracy:
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+/-3 arc minutes typical
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Vega 2790502 Converter Accuracy and Tracking Rate
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The tracking rate is a function of the excitation frequency and quadrature counts. With a 2.5 kHz
excitation and 4000 quadrature counts the tracking rate would be 9,600 rpm. With a 10.0 kHz excitation and 4000 quadrature counts the tracking rate would be 38,400 rpm. Reducing the counts will increase the tracking
rate proportionately.
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