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Longitudinally coupled surface acoustic wave resonator filter having different distances between transducers

  • US 5,874,868 A
  • Filed: 12/27/1996
  • Issued: 02/23/1999
  • Est. Priority Date: 12/28/1995
  • Status: Expired due to Term
First Claim
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1. A longitudinally coupled surface acoustic wave resonator filter comprising:

  • a substrate;

    first, second and third interdigital transducers disposed on a surface of said substrate;

    said second and third interdigital transducers being located on opposite sides of said first interdigital transducer in a direction of propagation of surface waves excited and received by said first interdigital transducer;

    first and second reflectors located on said substrate at opposite ends of an area in which said first, second and third interdigital transducers are provided;

    each of said first, second and third interdigital transducers including a pair of comb electrodes each having at least one electrode finger; and

    a distance L1 between centers of the at least one electrode finger of said first interdigital transducer and the at least one electrode finger of said second interdigital transducer located adjacent to each other and a distance L2 between centers of the at least one electrode finger of said first interdigital transducer and the at least one electrode finger of said third interdigital transducer located adjacent to each other being set to different values;

    whereineach of said first and second reflectors has a plurality of electrode fingers arranged substantially perpendicularly to the surface wave propagation direction, a wavelength of surface waves determined by an electrode pitch of the reflectors is λ and

    said distance L1 satisfies an inequality (1);

    
    
    space="preserve" listing-type="equation">0+nλ



    L.sub.1 ≦

    λ

    /2+nλ

    (1)
    
    
    space="preserve" listing-type="equation">(n;

    an integer)said distance L2 satisfies an inequality (2);

    
    
    space="preserve" listing-type="equation">λ

    /2+mλ



    L.sub.2 ≦

    (m+1)λ

    (2)
    
    
    space="preserve" listing-type="equation">(m;

    an integer)said distance L1 and L2 satisfy an inequality (3);

    
    
    space="preserve" listing-type="equation">L.sub.1 ≠

    L.sub.2 -λ

    /2+kλ

    (3)
    
    
    space="preserve" listing-type="equation">(k;

    an integer).

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