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Technique for obtaining the mean blood pressure constant for an individual's blood pressure

  • US 4,727,884 A
  • Filed: 06/10/1987
  • Issued: 03/01/1988
  • Est. Priority Date: 05/28/1986
  • Status: Expired due to Fees
First Claim
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1. A non-invasive method of approximating at least one specific parameter associated with the actual blood pressure pulse in a particular artery of a given subject, which parameter is the mean blood pressure P.sub.(b) M of said subject, said method comprising the steps of:

  • (a) by non-invasive means, generating a particular cuff pulse from said actual blood pressure pulse by(i) placing blood pressure cuff means adjacent said particular artery of said subject, and(ii) pressurizing said cuff means to a number of different pressure levels including a specific level and generating from said different pressure levels cuff pulses having peak to peak amplitude values corresponding to and dependent on said different pressure levels, said specific pressure level being one which corresponds to the cuff pulse having a maximum peak to peak amplitude value, said last-mentioned cuff pulse serving as said particular cuff pulse;

    (b) determining the mean value under said particular cuff pulse by integrating said particular cuff pulse and solving for the equations ##EQU6## where Pc (M) is said mean value, T is the duration in time of said cuff pulse, Pc is the cuff pulse pressure amplitude, Pc (D) and Pc (S) are the minimum and maximum pressures, respectively, of the cuff pulse, Kb is the subject'"'"'s blood pressure constant and Kc is the cuff pressure constant of said cuff pulse;

    (c) by non-invasive means, determining the diastolic and systolic pressure points Pb (D) and Pb (S), respectively, of said actual blood pressure pulse; and

    (d) using the blood pressure constant Kb of said subject, and said diastolic and systolic pressure points Pb (D) and Pb (S), calculating the subject'"'"'s mean blood pressure value Pb (M) by solving the equation
    
    
    space="preserve" listing-type="equation">P.sub.b (M)=P.sub.b (D)+K.sub.b (P.sub.b (S)-P.sub.b (D)).

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