Johannes Autenrieb (JohannesAutenrieb)

JohannesAutenrieb

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Company:German Aerospace Center (DLR)

Location:Germany

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Johannes Autenrieb's repositories

mission_planning

Mission Planning & Task Allocation - Team A for UAV Swarm Project for BAE Systems UAV Swarm Challenge

Language:PythonLicense:GPL-3.0Stargazers:73Issues:4Issues:0

MissileSimulation

This repository contains a MATLAB/Simulink simulation software for the flight dynamic simulation of an transsonic missile system.

CBF_Obstacle_Avoidance

This repository houses MATLAB code written to study CBF-based safety filters in the context of obstacle avoidance for 2D linear systems.

Language:MATLABLicense:MITStargazers:10Issues:1Issues:0

CBF_ACC

This collection of MATLAB scripts intends to study the performance of state-constrained controllers utilizing control barrier functions in the context of adaptive cruise control.

Language:MATLABLicense:MITStargazers:8Issues:1Issues:0

1D_MPC_CBF

The 1D_MPC_CBF repository houses a collection of MATLAB scripts written to study differnt state-constrained controllers.

Language:MATLABLicense:MITStargazers:5Issues:1Issues:0

Rocket-Controls

Robust Optimal Autopilot Design for Hypersonic Reentry Thrust Vector Control of Rockets

Language:MATLABStargazers:3Issues:1Issues:0

L1_AC

This is a project where an Adaptive Flight Control based on L1 adaptive control is designed and tested using MATLAB/Simulink [ L1 adaptive control code ]

Language:MATLABLicense:MITStargazers:2Issues:1Issues:0

Random-Processes-Kalman-Filters

State Estimation of Ballistic Vehicle Model using an EKF

Language:MATLABStargazers:2Issues:1Issues:0

Adaptive_and_Fault_Tolerant_Flight_Control_Systems

Adaptive and fault tolerant flight control with Adaptive Neural Networks

Language:CLicense:NOASSERTIONStargazers:1Issues:1Issues:0
Stargazers:0Issues:0Issues:0

MBeautifier

MBeautifier is a MATLAB source code formatter, beautifier. It can be used directly in the MATLAB Editor and it is configurable.

Language:MATLABLicense:GPL-3.0Stargazers:0Issues:1Issues:0

Optimizing-Spacecraft-Trajectories

Determination of optimal spacecraft landing trajectories via convex optimization

Language:MATLABLicense:MITStargazers:0Issues:1Issues:0