Path: utzoo!utgpu!news-server.csri.toronto.edu!cs.utexas.edu!swrinde!zaphod.mps.ohio-state.edu!think.com!mintaka!gaak!jpexg From: jpexg@gaak.lcs.mit.edu (John Purbrick) Newsgroups: comp.robotics Subject: Re: Getting narrow-beam range data Message-ID: <1991Jun9.051512.29194@mintaka.lcs.mit.edu> Date: 9 Jun 91 05:15:12 GMT References: <1291@sousa.ltn.dec.com> Sender: news@mintaka.lcs.mit.edu Organization: MIT Laboratory for Computer Science Lines: 30 >In article <160412.13057@timbuk.cray.com>, > kilian@cray.com (Alan Kilian) writes... >> I can understand that the beam divergence could be proportional to the >> transducer width but I don't see how a larger transducer can produce a >> narrower beam. Is this really true? >> Also how does an array of transducers produce a narrow beam? Alright, here's a rough & ready explanation: If you have a single transducer, at some distance it is essentially a point source. Sound will radiate and be returned in all directions, hence your transducer is geometrically omnidirectional, with only the characteristics of the transducer to give you limited directionality. If you have a large transducer, or a lot of small ones in parallel, you generate a nearly flat wavefront advancing into space (like those physics problems involving flat capacitors "big enough that we can ignore edge effects"). Essentially, if the transducer is large compared with the distance to the target, you will get the desired parallel wavefronts; if not, you get waves on a circular pattern. A team at the University of Nottingham, England, invented a phased-array sonar system; once the target was located they would "steer" their beam across its surface by firing the transducers at the right times so that at the desired point on the target all the beams would be in phase, while at all other points the beams would cancel at least partly. John Purbrick