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Arrhythmia analysis (heart rate variability)

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Arrhythmia analysis (heart rate variability). Johanna Uusvuori 25.11.2004. Contents. 1. Introduction: one slide of autonomic nervous system 2. Why does heart rate vary? 3. Analysis methods a) Time domain measures b) Model of the heart rate c) Representations of heart rate - PowerPoint PPT Presentation
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Arrhythmia analysis (heart rate variability) Johanna Uusvuori 25.11.2004
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Page 1: Arrhythmia analysis (heart rate variability)

Arrhythmia analysis(heart rate variability)

Johanna Uusvuori

25.11.2004

Page 2: Arrhythmia analysis (heart rate variability)

Contents

1. Introduction: one slide of autonomic nervous system2. Why does heart rate vary?3. Analysis methods

a) Time domain measuresb) Model of the heart rate

c) Representations of heart rated) Spectral methods (introduction)

4. Summary

Page 3: Arrhythmia analysis (heart rate variability)

Human nervous system

Parasympathetic:rest

Autonomic nervous system: regulates individual organ function and homeostasis, and for the most part is not subject to voluntary control

Somatic nervous system: controls organs under voluntary control (mainly muscles)

Sympathetic:

Fight, fright, flight

Somatic Autonomic

Page 4: Arrhythmia analysis (heart rate variability)

Why does heart rate vary?Why is the variation interesting?

Heart rhythm is due to the pacemaker cells in the sinus node

Autonomic nervous system regulates the sinus node

Analysis of the sinus rhythm provides information about the state of the autonomic nervous system

Page 5: Arrhythmia analysis (heart rate variability)

Starting point of the analysis of the heart rate variability

sinus node → P-wave (hard to detect) analysis methods are based on measuring RR-intervals

(RR-interval can be used instead of PP-interval, since PR-interval ~ constant )

NN-intervals = RR-intervals but non-normal intervals excluded

RR-interval

Page 6: Arrhythmia analysis (heart rate variability)

Problems in the analysis

- In laboratory analysis is easy. - 24 h measurement (Holter) - → problems: wrong corrects,

undetected beats,

100 000 RR-intervals- Analysis methods are sensitive to errors

(time domain methods less sensitive, spectral most sensitive)

Page 7: Arrhythmia analysis (heart rate variability)

Time domain measures of HR Long term variations in heart rate

(due to parasympathetic activity) are described by:- SDNN = standard deviation of NN-intervals (1 value/ 24 h)- SDANN = standard deviation of NN-intervals in 5-minute segments (288 values / 24 h)

Short term variations in heart rate (due to sympathetic activity)

- rMSSD = standard deviation of

successive interval differences- pNN50 = the proportion of intervals differing more than 50% from the previous interval (used clinically)

Successive interval differences:

Intervals:

1)( kkIT ttkd

mean int.diff.

Page 8: Arrhythmia analysis (heart rate variability)

Time domain measures of HR…

Histogram approach:– has been used to study arrhyhtmias (in addition

to spontane variations in HR)– possible to remove artefacts and ectopic beats– only for 24 h measurement– width of the peak determines the variation in

the heart rate

Peak of short intervals due to falsely detected T-waves

Page 9: Arrhythmia analysis (heart rate variability)

Model of the heart rateIntegral pulse frequency modulation (IPFM) model:

Main idea: – We have the output: event series – We search for input m(t) that modulates the HR

(=autonomic nervous system)– m0 is the mean heart rate

)(td uE

INTEGRATORTHRESHOLD

Page 10: Arrhythmia analysis (heart rate variability)

IPFM-model… Bridge to physiology: pacemaker cells collect the

charge until threshold. Then action potential if fired.

When this equation is valid, produce a peak to the event series:

k

k

t

t

Rdmm1

))(( 0

m0 mean heart rate

tk time of QRS-complex

m(t) modulation of heart rate

R threshold

Page 11: Arrhythmia analysis (heart rate variability)

Representations of the heart rate

Quantities to describe the heart rate: Lengths of the RR-intervals Occurence times of the QRS-complexes Deviations of the QRS-complex times

from the times predicted by a model

With IPFM-model we can test which method is best in finding the modulation m(t).

Page 12: Arrhythmia analysis (heart rate variability)

Representations of the HR… 1. RR-interval series

* Interval tachogram & inverse

These are functions of k (# of heart beats). If they can be changed to functions of time, several methods from other fields can be used in the analysis.

* Interval function & inverse (u=unevenly sampled)

* Interpolated interval fuction & inverse (evenly sampled, function of t)- sample and hold – interpolation (and better methods)- sample & hold produces high frequency noise

low pass filter → before resampling

1)( kkIT ttkd1

1)(

kkIIT ttkd

)()()(1 1 k

K

k kkuIT tttttd

Page 13: Arrhythmia analysis (heart rate variability)

Representations of the HR… 2. Event series Event series = QRS occurence times: In low frequencies info of HR, in high frequencies noise →

new representation: low-pass filter h

h =sin(2piFct)/t for example. After some limit the terms in the sum are allmost zero.

If in the IPFM-model m(t)=sin(F1t), a proper low-pass filter removes other stuff except the m(t)

→ estimate for m(t)=dLE(t)

K

kkE tttd

0

)()(

K

kkELE tthddthtd

0

)()()()(

Page 14: Arrhythmia analysis (heart rate variability)

Representations of the HR… 3. Heart timing

- Unlike previous representations, this is based on the IPFM-model.

- The aim is to find modulation m(t).- Heart timing representation:

k = # of heart beat T0 = average RR-interval length

- dHT is the deviation of the event time tk from the expected time of occurence. The expected time of occurence is kT0.

- By calculating Fourier transform of the dHT and m(t), one can see that the spectrum of dHT and m(t) are related, and spectrum of m(t) can be calculated from the spectrum of dHT.

K

kkk

uHT tttkTtd

00 )()()(

Page 15: Arrhythmia analysis (heart rate variability)

Representation of the HR…Performance of the representations

Best method to predict m(t) of IPFM-model is to use heart timing representation (which is based on this model…)

However: heart timing representation does not fully explain the heart rate variability of humans → the IPFM-model might not be accurateThe End of the representation-part

Page 16: Arrhythmia analysis (heart rate variability)

Spectral methodsWhich kind of information is gained?

Oscillation in heart rate is related to for example:- body temperature changes 0.05 Hz (once in 20

seconds)- blood pressure changes 0.1 Hz- respiration 0.2-0.4 Hz

Power of spectral peaks → information

about pathologies in different

autonomic funtions

Power spectrum of a heart rate signal during rest

New topic: what kind of modulating signals do we have?

Page 17: Arrhythmia analysis (heart rate variability)

Spectral methods…Which kind of information is gained? Peaks of thermal and blood pressure regulation

sometimes hard to detect →

frequency ranges used: 0.04-0.15 Hz and 0.15-0.40 Hz Sympathicus increase, low-frequency power increase Parasympathicus increase, high-frequency power

increase Ratio between two spectral power describes autonomic

balance

Page 18: Arrhythmia analysis (heart rate variability)

Spectral methods…Problems of spectral analysis

Stationarity important Extrabeats violate the stationarity, but they

can be removed in the analysis Undetected beats are a bigger problem

→ spectral analysis can not be conducted, if they are present

HR determines the highest frequency that can be analyzed: 0.5*mean hr

Page 19: Arrhythmia analysis (heart rate variability)

Summary

Autonomic nervous system → heart rate varies Measurment of HR → info about autonomic system Analysis methods of HR:

– Time domain methods standard deviations

– Representations of the heart rate

(intervals, times, heart timing=model based)

– Model that can predict heart rate: IPFM-model

– Spectral analysis (to be continued in the next talk)

Page 20: Arrhythmia analysis (heart rate variability)

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