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If3500 High Precision Fiber Optic Inertial Navigation System Dual Gnss+Ins Rtk Module
US$38,799.00-42,679.00
1 Piece

Product profile

Customization

Available

Type

Sensor

Output Signal Type

Digital Output

Model NO.

IF3500

Measuring Shaft Quantities

Three

Accuracy Grade

0.1G

IP Rating

IP67

Certification

CE

Customized

Customized

Transport Package

Box and Sponge

Specification

189*169*133mm

Trademark

micro magic

Origin

China

HS Code

9031809090

Production Capacity

1000/Month

Key features

The system performs a complete state estimation by fusing GNSS, IMU, and auxiliary sensors, outputting real-time position (lat/lon/alt), velocity (vx/vy/vz), and 3-axis attitude (roll/pitch/yaw).
Adopts a dual-mode fusion architecture (tight coupling for high-precision positioning, loose coupling for robustness) to dynamically adjust weight allocation between GNSS and INS data, minimizing erro
In GNSS-denied environments, the system leverages error modeling to limit position error growth to <0.1 m/h (CEP), with velocity error <0.01 m/s and attitude error <0.05/h over 1 hour.
Critical for precision agriculture (drone crop spraying), construction machinery (excavator automation), and robotics (humanoid gait control).
Filters low-frequency noise (0.01-1 Hz) in velocity output, ensuring smooth speed profiles for closed-loop control systems (e.g., autonomous steering).
Optimizes error propagation via Kalman filtering, with position error growth rate <0.05 m/h (CEP) and systematic error correction for installation misalignment.
Delivers 400-1000 Hz raw IMU and 100-200 Hz fused navigation data, matching real-time control loop requirements for dynamic systems.
Combines multi-constellation GNSS (GPS/BDS/GLONASS), MEMS IMU, barometric pressure, and 3-axis magnetometer for redundancy and enhanced robustness.
Maintains 0.5 m/h position accuracy and 0.1 heading stability for 30 minutes in urban canyons, tunnels, and water-surface scenarios.
Supports lever arm compensation, installation deviation correction, and factory-calibrated IMU/barometer offsets, ensuring <0.5 cm position error post-installation.

Company profile

Business Type: Trading CompanyAverage Response Time: ≤2.13h

About Our Factory & Business Background

AddressRoom 215, 2nd Floor, Building 7, No. 1180, Bin'an Road, Changhe Sub-district, Binjiang District, Hangzhou City, Zhejiang Province
Average Lead TimePeak Season Lead Time: within 15 workdays Off Season Lead Time: within 15 workdays

Our Production Capability & Technical Expertise

Main ProductsFog, Mems Imu, Inclinometer, Quartz Accelerometer, Mems Accelerometer, Mems Gyroscope, Fog Based Imu, Mems Ahrs, Mems Ins, Electronic Compass

Our Industry Experience & Global Business Record

Main MarketsSoutheast Asia, Mid East, Western Europe

Product Q&A

Q:How does INS maintain position accuracy without GNSS input?
A:
INS uses dead-reckoning via IMU data (gyroscope angular rates + accelerometer specific forces), integrated with error modeling to predict position drift. The system minimizes errors via Kalman filtering, leveraging prior calibration and sensor redundancy.
Q:What is the typical drift rate in pure inertial navigation mode?
A:
For long-haul autonomous vehicles (e.g., trucking), this allows 100+ km navigation without GNSS, reducing reliance on satellite signals in remote areas.
Q:How does GNSS/INS combined navigation improve accuracy?
A:
Tight coupling fuses GNSS pseudorange/carrier-phase data with INS accelerometer/gyroscope measurements, correcting INS errors via GNSS position/velocity updates. This reduces position error growth from ~100 m/h (pure INS) to <0.1 m/h (combined).
Q:What factors cause position error to grow over time?
A:
IMU bias drift (gyroscopes/accelerometers), gravity field variations, and installation misalignment (lever arm errors) accumulate position errors. The system mitigates this via Kalman filtering and periodic calibration.
Q:How does INS calculate velocity and position from raw IMU data?
A:
Integrates gyroscope angular rates to compute attitude, then integrates accelerometer data (via double integration) to derive velocity and position, corrected by GNSS updates. The system uses quaternion-based attitude representation for smooth state transitions.

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