CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate...

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CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU [email protected] http:/ /stricker.jcsmr.anu.edu.au/Cardiac_output.pptx THE AUSTRALIAN NATIONAL UNIVERSITY

Transcript of CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate...

Page 1: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Cardiac Output as HR·SV and Introduction to Starling's Law

Christian StrickerAssociate Professor for Systems Physiology

ANUMS/JCSMR - ANU

[email protected] http://stricker.jcsmr.anu.edu.au/Cardiac_output.pptx

THE AUSTRALIAN NATIONAL UNIVERSITY

Page 2: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Page 3: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

AimsAt the end of this lecture students should be able to

• estimate CO and EF;

• outline how CO is determined by HR;

• define the terms preload and afterload;

• explain the functional properties of the pump in regard to– contractility,

– fibre thickness,

– relationship between force production and sarcomere length,

and

– relationship between shortening velocity and force production;

• outline how pre- and afterload affect CO;

• discuss how Starling’s law affects CO; and

• illustrate how afterload can influence preload.

Page 4: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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• Measures of cardiac output (stroke

volume, heart rate, cardiac index, ejection

fraction)

• Heart rate and cardiac output

• Preload– Contractility (Starling’s law)

– Fibre thickness

• Afterload– Ventricle size and wall tension

• How afterload can affect preload

Contents

Page 5: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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• Cardiac output = ejected vol. per time [min-1]. Example:

Heart rate (HR) = 70 min-1 (bpm)

Stroke volume (SV) = 80 mL

• Cardiac index (CI) = CO normalised per unit body surface

area (BSA, normally 1.6 m2). Example:

• Ejection fraction = ratio of SV to end-diastolic volume

(EDV, ~120 ml) in %. Typically > 55%. Example:

Cardiac Output (CO)

Page 6: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Factors Determining CO

• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Ventricular radius (Laplace’ law)

• Systolic pressure (Resistance)

Page 7: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Ventricular radius (Laplace’ law)

• Systolic pressure (Resistance)

Page 8: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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HR, SV and CO

• HR determined by autonomic

innervation:– Sympathetic: HR↑

– Parasympathetic: HR↓

• SV & HR linearly related.– Mechanism: pulse rate↑ →

ventricular filling↓.

• CO maximal at ~130 bpm;

drops with higher HR.– Explanation: above optimal

frequency, HR↑ insufficient to

compensate for SV↓.

Corrected from Patton et al., 1989

Page 9: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Ventricular radius (Laplace’ law)

• Systolic pressure (Resistance)

Page 10: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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“Preload”

Preload = pressure (or volume)

at end of diastole → sets end-

diastolic ventricular fibre length.

Page 11: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Preload and SV (Frank-Starling)

O. Frank 1895 (frog heart); E.H. Starling 1914 (dog)

• End-diastolic filling pressure (~15 torr) expands ventricle to

particular volume: sets cardiac fibre length.• Within a certain limit, SV↑ for larger volumes/pressures.• Put simply: Bigger preload → larger SV (within about a ~2

fold range): homeostatic mechanism.

Pat

ton

et a

l., 1

989

Page 12: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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How Preload Determines SV

• Steep relationship between force/pressure production and

sarcomere length (see also muscle physiology).

• Increased cardiac force translates into increased SV: force ↑ →

effective load↓ → shortening vel↑ → ejection↑ → SV↑ (see below).

• Homeostatic mechanism to match RV with LV output.– If -1% LV mismatch, within 2 h, total blood volume in pulmonary circulation → pulmonary oedema.

Pat

ton

et a

l., 1

989

Page 13: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Preload Determinant: Compliance

• If ventricular filling causes a small change in ventricular pressure, then

the ventricle is compliant - otherwise stiff:+ Dilated cardiomyopathy

– Impaired ventricular muscle relaxation (myocardial hypertrophy, myopathy).

– Fibrosis (for example after lots of small local infarcts).

• Decreased compliance results in SV↓ (filling↓).

Page 14: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Ventricular radius (Laplace’ law)

• Systolic pressure (Resistance)

Page 15: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Patton et al., 1989

Modulation of Contractility: Ca2+

• Contractility depends on– [Ca2+]i reached for EC-coupling:

high [Ca2+]i → larger isometric

force (Sarnoff & Mitchell, 1961).

– Fibre length at beginning of

contraction: stretched fibres →

larger force.

– Sympathetic activity (see earlier

– no parasympathetic effect!).

• Also dependent on HR and

afterload.

Page 16: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Modulation of Contractility: Drugs• NA (diffusely released on myocytes):

contractility↑– L-type Ca2+ channels,

– Cytosolic Ca2+ concentration,

– Store refilling via SERCA/PLB, and

– Contractile proteins (troponin 1).

• Hormones and drugs+ Digitalis, β-adrenomimetics

(isoproterenol), glucagon

– Anaesthetics, toxins

• Disease states:– Alterations in electrolytes, acid-base

balance

– Coronary artery disease / hypoxia

– Myocarditis

– Bacterial endotoxaemia

Rhoades & Tanner, 2003

Page 17: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Ventricular radius (Laplace’ law)

• Systolic pressure (Resistance)

Page 18: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Contractility and Fibre Thickness

• Force increases with hypertrophy (athletes).– Mechanism: more contractile proteins (myofilaments) per myocyte produce

bigger force.

– Changes reversible (can be exploited after infarction).

• In hypertrophic cardiomyopathy, changes can lead to force

production↓.– Ventricular remodelling is under β-adrenergic control.

Page 19: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Systolic pressure (Resistance)

• Ventricular radius / volume (Laplace’ law)

Page 20: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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“Afterload”

Afterload = pressure (or volume)

at end of systole.– End-systolic pressure/volume

– ≠ Psyst

– ≠ Pdiast

– ~ average pressure (MAP, see

later) against which ventricle

must contract to eject blood into

aorta (“load” given by total

peripheral resistance, TPR).

Page 21: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Systolic Pressure & Afterload

• End-systolic pressure at aortic valve closure (>100 torr).

• Put simply: Afterload↑ → SV↓ (flow velocity during ejection↓).

• Afterload depends on aortic elasticity (later).

Pat

ton

et a

l., 1

989

Page 22: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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How Afterload Determines SV

• Shortening velocity – force/afterload -

relationship (see muscle).

• Afterload↑ decreases shortening velocity of

cardiac fibres → smaller SV ejected; i.e. SV↓.

Patton et al., 1989

Page 23: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Factors Determining CO• Heart rate (HR): Electrical properties

• Stroke volume (SV):– Force of contraction: Muscular properties

• End-diastolic fibre length (Starling’s law):

pre-“stress”, pre-“tension”, preload,

compliance

• Contractility: force generation of cardiac fibre

• Trophic state of cardiac fibre (thick, thin)

– “Afterload”: Circulatory properties• Systolic pressure (Resistance)

• Ventricular radius / volume (Laplace’ law)

Page 24: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

CS 2015

Determinants of Afterload

• Laplace’ law: T ~ ri (Tension force proportional to radius).

• For same afterload and myocardial thickness, a small

ventricle/volume requires less tension than a big one; i.e.

a large ventricle/volume requires more force to contract.

• Clinical implications in dilated heart failure.

Mod

ified

from

Sch

mid

t & T

hew

s, 1

977

Page 25: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Pre- and Afterload Interactions

• Shortening velocity of fibre↓ → SV↓ → atrial

filling pressure↑: afterload↑ → preload↑.

• Important implications in heart failure.

Pat

ton

et a

l., 1

989

Page 26: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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Take-Home Messages• SV decreases linearly with HR.

• CO is determined by SV and HR.– HR can be modulated by sympathetic and

parasympathetic influences.

– SV can be increased by• preload ↑ (end-diastolic filling pressure - Starling),

• contractility ↑ (sympathomimetics, digitalis, etc.),

• fibre thickness ↑, and

• afterload ↓ (Psyst, ultimately Rperiph).

• A large ventricle requires more tension force.

• Ultimately, afterload↑ causes preload↑.

Page 27: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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MCQ

Which of the following statements best describes the increased cardiac

output that occurs with increased sympathetic stimulation of the heart?

a) Decreased heart rate and increased contractility

b) Decreased diastolic filling time and increased heart rate

c) Increased contractility and increased heart rate

d) Decreased ventricular relaxation and increased ejection fraction

e) Increased ventricular relaxation and decreased ejection fraction

Page 28: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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That’s it folks…

Page 29: CS 2015 Cardiac Output as HR·SV and Introduction to Starling's Law Christian Stricker Associate Professor for Systems Physiology ANUMS/JCSMR - ANU Christian.Stricker@anu.edu.au.

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MCQ

Which of the following statements best describes the increased cardiac

output that occurs with increased sympathetic stimulation of the heart?

a) Decreased heart rate and increased contractility

b) Decreased diastolic filling time and increased heart rate

c) Increased contractility and increased heart rate

d) Decreased ventricular relaxation and increased ejection fraction

e) Increased ventricular relaxation and decreased ejection fraction