a study on automotive anti-collision radars based on spread spectrum techniques by anirudh tadepally
TRANSCRIPT
A Study on Automotive Anti-Collision Radars
Based on Spread Spectrum Techniques
By Anirudh Tadepally
Outline
Automotive Anti Collision Radars
Different methods and proposals
Method : Spread Spectrum Techniques
Performance analysis
Conclusion
Automotive Anti Collision Radars
What it does ?
Its Working: permit an automatic vision, Sends signals, Round-trip times help estimate the distance
Problems Encountered
Problems in multi user road : Interferences.
Correspondence of signals from the received echo
Design of a general AACR
Rules to be followed:
Frequency allocation: Spectral Occupancy
Allowable Power
Types:
Short Range Radars
Long Range Radars
Often used: LRR
Possible Applications of AACR
The technique in LRR: FM-CW systems
FM-CW systems capable of distance and speed measurement
Known frequency is modulated over a fixed period of time
Frequency difference b/w receive signal and transmit signal increases with delay.
Disadvantages
Interference of same type neighboring radars
Spreading Sequences
Three types of sequences used:
Gold Sequence: What is it?
Characteristics
Generators:
Chaotic Sequences & Binary DeBruijn Sequences
Chaotic Sequences: What is it?
Characteristics
Binary DeBruijn Sequences: What is it?
Characteristics
Autocorrelation of Binary De Bruijn sequence without peaks
DS SS Chaotic Radar: Analysis and Simulation
Radar Basics
Range to the Target :
R = cTr/2
Maximum Unambiguous Range:
Chip Duration: Tc = T/N
Range Resolution : ΔR = c . Tc/2
Radar Equation: Power density at range R from Isotropic Antenna = Pt/4ρR^2
Power Density at Range R from directive antenna = Pt . G/4ρR^2
Received Signal Power Pr: Pr = Pt G AS/((4ρ)^2 R^2)
Detection Algorithm for a multi-user Radar Environment
What is it?
How does it work?
Example: The following figure is an example of multiple targets in the radar operating range
Accuracy of the Radar
Accuracy :
Autocorrelation of considered sequence
Cross correlation of whole set of sequences : Rejection (Interference)
Simulation:
Algorithm : applied to diff scenario
Road Scenario & Factors Affecting
Road Scenario : Figure in the previous slide
Lane 3 (colored/ filled vehicle): Radar under Test
Lane 2 (Dashed vehicle) : Interfering Radar
No radars in other vehicles.
Result of Simulation shows:
interference signal of radar in lane 2 & multipath
signal due to useful radar : degrade our radar capability.
Signal Separation
Correlation properties
Performance Improvement Using Chaotic Sequences
Maximizing correlation detection probability
Minimizing false detection Probability
Better Correlation Properties than Gold Sequences
Better Range Resolution
Conclusion
Through the adoption of spread spectrum radars, based on direct sequence techniques, separation of the radar signals in a road multi-user environment may be solved.
The performance of such a kind of technique is strongly related to the correlation properties of sequence introduced in the spreading process, by evaluating the properties of different sequences, a suitable algorithm can be employed for better performances.
Chaotic Sequences adoption into the Radars provides better improvement than Gold Sequences.
References:
IEEE paper: "A Proposal of Automotive Anti-collision Radars Based on Spread Spectrum Techniques "By Ennio GAMBI, Franco CHIARALUCE, Giorgia RIGHI and Susanna SPINSANTE, Member, IEEE UniversitàPolitecnica delle Marche, DEIT - Via Brecce Bianche, 12 – Ancona - ITALY 1
ETSI EN 301 091-1: "Electro Magnetic Compatibility and Radio Spectrum Matters (ERM); Road Transport and Traffic Telematics (RTTT); Technical characteristics and test methods for radar equipment operating in the 76 GHz to 77 GHz band; Part 1: Technical characteristics and test methods
V. Venkatasubramanian, H. Leung, “A robust chaos radar for collision detection and vehicular ranging in intelligent transportation systems”, Proc. 2004 IEEE ITS Conference, Washington D.C., pp. 548-552.
Andrenacci S., Gambi E., Sacchi C., Spinsante S., “Application of de Bruijn sequences in automotive radar systems: Preliminary evaluations,” Proc. of 2010 IEEERadar Conference, 2010, pp. 959–964