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Googoltech

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Linear Inverted Pendulum


        Inverted pendulum system is a nonlinear unstable system, an ideal experiment platform for teaching control theories and conducting various control experiments. Many abstract control concepts, such as the stability and the controllability of a control system, can all be shown visually through the inverted pendulum system. In addition to educational purposes, an inverted pendulum is also a research area for many researchers of modern control theories. Through the continuous research on new ways of controlling inverted pendulum, researchers have developed new control methods, and apply them to the high tech areas such as aeronautical engineering and robotics, thanks to the characteristics of the system, such as high-order, instability multi-variables, non-linearity and strong coupling. The linear inverted pendulum series products developed by Googol Technology adopt an open control solution and a modularized experiment platform. With the linear motion module as the base platform, it is easy to build more than 10 teaching and experiment control platforms, satisfying the various needs for control teaching and research.

Features:

●  Root Locus Correction
●  PID Correction
●  Frequency Domain Correction
●  State Feedback Control
●  Mechanism Modelling and Stability Analysis
● Open Loop Frequency Response Testing

規格參數

Function

Description

Swinging rod length

400 mm

Swinging rod mass

0.105 kg

Maximum acceleration

10m/s²

Maximum speed

1.5m/s

Pitch

10 mm

Linear motor encoder resolution

10,000 pulse/pitch

Rotary encoder resolution

2400 pulse/r

Control refresh rate

200us

Dimensions

620 x 95 x 415mm

Gliding block mass

1.7 kg

訂單資訊

Model No.

Descriptions

GLIP2001

Linear One-Stage Inverted Pendulum

GLIP2002

Linear Two-Stage Inverted Pendulum

GLIP2003

Linear Three-Stage Inverted Pendulum

GLIP2004

Linear Four-Stage Inverted Pendulum

GLIP2011

Linear One-Stage Flexible-Joint Inverted Pendulum

GLIP2012

Linear Two-Stage Flexible-Joint Inverted Pendulum

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