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BIOMEDICAL ENGINEERING BIOMEDICAL TRANSDUCERS (BMF)
PRESSURE MEASUREMENT Rossana E. Madrid LAMEIN – DBI – FACET/UNT – INSIBIO/CONICET Latest update 03/04/14
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Table of contents Pressure units and ranges
Pressure measurement in the cardiovascular system Direct Measurement Indirect Measurement Catheter-Transducer System Oscilometric Method Dopplet Ultrasound Methods Intraocular pressure measurement
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Brief history 1628 1727 1929 1956
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PRESSURE UNITS Physiological Pressure Units [mmHg] or [cmH2O]
1 mmHg = 133,32 Pa = kPa 1 cmH2O = 98,0665 Pa Expressed relative to ATMOSPHERIC PRESSURE [atm] 1 atm = 101,325 kPa mbar = 0.1 kPa
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PHYSIOLOGICAL PRESSURE RANGES
NORMAL ANOMALOUS
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PRESSURE IN THE CARDIOVASCULAR SYSTEM Characteristics
PARAMETER PRIMARY SIGNAL CHARACTERISTICS PRESSURE RANGES Blood Pressure (arterial, direct) Range of f: DC to 200 Hz 20 a 300 mmHg Blood Pressure (arterial, indirect) Range of f: DC to 5 Hz Blood Pressure (venous, direct) Range of f: DC to 40 Hz -5 a 20 mmHg
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PRESSURE MEASUREMENT IN THE CARDIOVASCULAR SYSTEM
INTRAVASCULAR SENSOR DIRECT MEASUREMENT EXTRAVASCULAR SENSOR AUSCULTATORY METHOD OSCILOMETRIC METHOD INDIRECT MEASUREMENT Detection of arterial wall motion DOPPLER ULTRASOUND METHOD Detection of Doppler blood flow velocity in artery
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DIRECT PRESSURE MEASUREMENT
Catether Pressure Transducer (Intravascular) Diaphragm Pressure Transducer (Extravascular) PRESSURE CATETHERS Needle (different diameter and shapes) Flexible plastic catethers X Rays to place the catether must be radiopaque Blood coagulation must be avoid Special material Heparine
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With a catheter you can... Blood pressure waves Cardiac Minute Volume
Indicator Dilution Principle Método de Fick CTS Angiography Angiografía. Inyección de líquidos opacos
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CATHETER TIP PRESSURE TRANSDUCER
INTRAVASCULAR SENSOR CATHETER TIP PRESSURE TRANSDUCER Transduction Principles Semiconductor Strain gauges Capacitive Sensors Optical Methods Ej: Mikro-Tip® Catheter Pressure Transducer P = -50 a 300 mmHg fresonance= 35 a 50 kHz
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CATHETER TIP PRESSURE TRANSDUCER
INTRAVASCULAR SENSOR CATHETER TIP PRESSURE TRANSDUCER ADVANTAGES No delays Flat response up to several kHz No need of saline solution to avoid coagulation Less affected by mechanical movement of the catheter DISADVANTAGES Fragile Expensive
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EXTRAVASCULAR SENSOR DIAPHRAGM DISPLACEMENT TRANSDUCER
ELASTIC DIAPHRAGM Strain gauge Variable Capacitor Optical Sensor Inductive Sensor
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EXTRAVASCULAR SENSORES
External Transducers Blood Pressure Elastic deflextion Electrical Signal Statham Transducer Standard for Blood Pressure Measurement Hg manometer
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DYNAMIC PROPERTIES OF DIRECT PRESSURE MEASURMENT CATHETER TRANSDUCER SYSTEM
Hydraulic Model of a pressure transducer P(t) = Applied Pressure M = Fluid Mass K = Stiffness Electrical Model Dynamic system of a 2nd order system Stiffness=Rigidez ELASTICITY MASS FRICTION
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CTS Distributed parameters System
But Clinical sets Second order system Rt << Rc Lt << Lc and Bubble Cc << Cd
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Liquid Resistance Inertance Compliance
P: P Diff through the segment [Pascal] F: Flow (m3/seg) A: Cross section of the catheter [m2] v: Average flow speed [m/seg] By applying the Poisseuille Law : Viscosity Inertance dF/dt: Flow Derivative a: Acceleration [m/s2] A: Area [m2] It reduces to: m: Liquid Mass [Kg] : Liquid Density [kg/m3] Compliance Ed: Diaphragm Elasticity Module
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ω ξ By Kirchoff Law vi vs vo: Elasticity Mass Friction
Determine two important parameters ω ξ
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Natural Frequency Damping Coefficient
and Vd: Displaced Volume in the transducer
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CTS Time Response ¿How to measure? Pressure Step Response:
Influences in the Overshoot and the Rise Time
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POSSIBLE RESPONSES
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Pressure wave distorsion
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MikroTip® vs CTS
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Frequency Response
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BAND WIDE REQUEREMENTS
SCIENTIFIC Wide BW in the audiofrequency range CATHETERSIM LABORATORY Accurate reproduction of dP/dt Higher reuqeriments of BW Flat response up to 20th armonic Medium pressure important instead waveform CLINICAL AREA INTENSIVE CARE
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CTS Response with and without bubble
More compliant system With Bubbles More Underdamped Without Bubbles
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CTS Dynamic response (Two techniques):
1 System fully characterized ωn and ωn : How fast the system can oscillate : How quickly the system returns to rest A variable frequency pressure generator is used to analize frequency response 2 BW Requirements Why?
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INDIRECT MEASUREMENT Auscultatory Method with sphygmomanometer
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INDIRECT MEASUREMENT Occlusion Method Difficulties: Ambient noie
AHA (American Heart Association) Dimensions of the inflatable cuff Difficulties: Ambient noie Motion artifacts
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MEDIUM PRESSURE BY OSCILLOMETRIC METHOD
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The maximun oscillation amplitude is easily detectable
ADVANTAGES The maximun oscillation amplitude is easily detectable Easy to automate Suitable for continuous monitoring of blood pressure.
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DISADVANTAGES Sistolic and Medium Pressure but … Pd may be obtained from the calculated Ps, Pm and the volume plethysmographic waveform is similar to the waveform of blood pressure
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It can be considered that the PV relationship is linear in the range of amplitude of the pressure pulse ε 5-7 mmHg
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BLOOD PRESSURE MEASUREMENT BY DOPPLER ULTRASOUND
Auscultatory Method Doppler Ultrasound Ps and Pd There are 2 Methods: Detectiong Arterial Wall Motion Detecting Arterial Blood Velocity under the occluding cuff
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Detecting Arterial Wall Motion
With an 8MHz US signal: Doppler shift at the OPENING Ordinarily observed at a range of: 200 – 500 Hz Doppler shift at the CLOSING Observed at a range of: 30 – 100 Hz
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To use several different crystals for emitters and receivers
ADVANTAGES It can be used in infants, hipotensive persosns and in noisy enviroments DISADVANTAGES Movement of the sensor Errors To use several different crystals for emitters and receivers Solution
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Detecting arterial blood velocity
The same principle of the Doppler Ultrasound Flowmeters Ps and Pd similar to the previous case THE TRANSDUCER Piezoelectric Crystals piezoeléctricos Finite diameter Difracción patterns dnf= Profundidad del campo cercano Use: high f and big transducers
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Detecting arterial blood velocity
Emitter and receiver ? Fe : Frecuencia del cristal. Ej: 8 MHz; c= velocidad del sonido en la sangre: 1.5 E5 cm/s 1.5 E5 cm/s Azhim, A. and Kinouchi, Y. Arterial Blood velocity measurement by portable wireless system for healthcare evaluation: The related effects and significant reference data. Recent Adv. In Biomed. Eng. Ganeish R. Neik, Ed. (2009). ISBN: InTech.
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Pressure-Velocity Relationship
Bernoulli Equation
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INTRA OCULAR PRESSURE (IOP) MEASUREMENT
It measures IOP by providing force which flattens the cornea Applanation Tonometry Types of applanation tonometers Goldmann Tonometer Non-contact Tonometer Halbergn Tonometer Guard ring Tonometer (Mackay and Marg)
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GoldmannTonometer P = F / A
Based ib the Imbert-Fick law: pressure within a sphere (P) is roughly equal to the external force (F) needed to flatten a portion of the sphere divided by the area (A) of the sphere which is flattened: P = F / A It applies to surfaces which are perfectly spherical, dry, flexible, elastic and infinitely thin
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Goldmann Tonometer
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Non-contact applanation Tonometer
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Bibliography Webster JG Medical Instrumentation: Application and Design. New York: John Wiley & Sons Inc. Biomedical transducers and instruments. Tatsuo Togawa, Toshiyo Tamura and P. Åke Öberg. CRC Press, Boca Raton, New York, 1997. Sensors and signal conditioning. Ramón Pallá-Areny and John G. Webster. John Wiley & Sons, INC., 1991.
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