Skip to main content

ELECTROCARDIOGRAM [ECG] DISCOVERED by Einthoven willem

ELECTROCARDIOGRAM [ECG]

Generally we all heared term "ECG" most of the time but most of you don't know what exact it is and why it is so important. 

Let's know about it ! 

DISCOVERED by the Dutch Physiologist Einthoven willem( The father of ECG). 

Electrocardiogram[ECG] is the graphical registration of electrical activities of the heart, which occure prior to the onset of mechanical activity of the heart. 
The technique by which the electrical activities of the heart are studied called Electrocardiography and the instrument (machine) is called Electrocardiograph

ECG is the summed electrical activity of all cardiac muscle fibers recorded from the body. 

HOW IT IS RECORDED 
The paper that is used for recording ECG is called ECG paper and Electrocardiographic grid refers to the markings on ECG paper. 
ECG paper has horizontal and vertical lines at regular intervals of 1mm.
•Time duration of ECG waves is plotted horizontally on X-axis. 
•Amplitude of ECG waves is plotted vertically on Y- axis. 

ECG LEADS
ECG is recorded by placing series of electrodes on the surface of the body of the subject. 
Electrodes  are usually fixed on right limb(arm), left limb(arm) and left leg. 
ECG is recorded in 12 leads, which generally classified into two categories:
1) Bipolar leads
2) unipolar leads
Let's know first about each leads
BIPOLAR LIMB LEADS
It is otherwise known as standard limb leads. Two limbs are connected to obtain these leads in which one electrode is positive and other one is negative. 
    Standard limb leads are three types
 LIMB LEAD I
Lead l is obtained by connecting right arm to negative terminal of electrode and left arm to positive terminal of electrode. 
LIMB LEAD ll
Lead ll is obtained by connecting right arm to negative terminal of electrode and left leg to positive terminal of electrode. 
LIMB LEAD lll
Lead lll is obtained by connecting left arm to negative terminal of electrode and left leg ro positive terminal of electrode. 
                  
unipolar leads
Here, one electrode is active and other one is an indifferent electrode. Active electrode is positive and indifferent serving as composite negative electrode. 
Unipolar leads are of two types
1) unipolar limb leads 
2) unipolar chest leads
•Ground Or Earth Electrode
While recording ECG in each lead. A ground electrode is connected to right leg of subject to prevent any artifact from machine. 
USES OF ECG
1) DETERMINING HEART RATE 
2) DETERMINING HEART RHYTHM
3) USEFUL IN DIAGNOSIS OF
       • Abnormal electric conduction of                  heart. 
        • poor blood flow to heart muscle. 
        • Heart attack
        • Coronary artey ( heart own artey)                disease. 
         • Hypertrophy of heart chambers. 

*WAVES OF NORMAL ECG
Normal ECG consists of waves, complexes, intervals and segments. 
Complex in ECG
•'p' wave, the atrial complex. 
•'QRS' wave, the initial ventricular complex. 
•'T'wave, the final ventricular  complex. 
*'P' WAVE
'P' wave is produced due to the Depolarization of atrial musculature (Depolarization - changes within the cell which cause less negativity inside the cell, when contraction of heart muscle occurs) 
•DURATION OF 'P' WAVE
0.1 SECOND
•AMPLITUDE OF 'P' WAVE
0.1 TO 0.12 mV. 

*'QRS' WAVE
QRS wave is due to depolarization of ventricular musculature. 
•DURATION
0.08 TO 0.10 SECOND
•AMPLITUDE
'Q'wave=0.1to 0.2 mV
'R'wave = 1mV 
'S'wave = 0.4 mV

*'T' WAVE
T wave is  due to the repolarization of ventricular musculature. 
•DURATION
0.2 SECOND
•AMPLITUDE
0.3 mV
( Repolarization is a changes within the cell when relaxation of heart muscle occurs) 
'U' WAVE 
U WAVE IS NOT ALWAYS SEEN. IT IS ALSO AN INSIGNIFICANT WAVE IN ECG. IT IS DUE TO REPOLARIZATION OF PAPILLARY MUSCLE AND PURKINJE FIBERS OF HEART. IT SEEN WHEN ANY TYPE OF CLINICAL CONDITIONS OCCUR. 
*clinical conditions like 
1) Bradycardia
2) Hypercalcemia
3) Myocardial Ischemia

*INTERVALS AND SEGMENTS OF ECG
•'P-R' Interval
P-R interval  represent duration of conduction of impluse from SA node to AV node. 
'Q-T' Interval
Q-T interval represent interval between the ventricular contraction to ventricular relaxation. 
•'S-T'Interval
S-T interval represent isoelectric period of heart. 
'R-R'Intervala
R-R interval is the time interval between two consecutive 'R'waves. It signifies the duration of one cardiac cycle. 
It's mainly help to diagnose Heart Rate and Heart Rate Variability. 

*SOME ABNORMAL ECG WAVES 

1) SINUS TACHYCARDIA
2) SINUS BRADYCARDIA
3) SA NODE BLOCK WITH A-V NODAL RHYTHM DURING THE BLOCK PERIOD. 
4) PROLONGED P-R INTERVAL CAUSED BY FIRST DEGREE A-V HEART BLOCK
5) COMPLETE A-V BLOCK
So,it's all about ECG . 

Comments

Post a Comment

Popular posts from this blog

Fibonacci Sequence and Rabbit Problem

Hello friends hope you all are good , healthy and safe.  In this Blog we will learn about fibonacci Sequence , golden ratio,relation between them , rabbit problem and many more. Fibonacci  Greatest mathematician of the middle ages, Fibonacci. Fibonacci was born in pisa around 850 years ago. He was a famous Italian mathematician. In the year 1202 he finished his book "Liber Abeci". The book of calculations that brought Arabic numerals to Europe, the zero one,two that we use today. Fibonacci also presented a growing rabbit population problem. And after solving this problem he derived the famous sequence of numbers that is named after him, The Fibonacci Sequence . Suppose you put a male-female pair of newly born rabbits in a field . Rabbits take a month to mature before mating. After o ne month , females gives birth to one male-female pair and then mate again. No rabbits die. How many rabbit pairs are there after one year? To solve this, we construct table. At the start of each ...

Fibonacci Sequence Problem set 1

 Problems  1. The Fibonacci numbers can be extended to zero and negative indices using the relation Fn = Fn+2 − Fn+1 . Determine F0 and find a general formula for F−n in terms of Fn. Prove your result using mathematical induction. Solution: F0 = F2 − F1 = 0, F−1 = F1 − F0 = 1, F−2 = F0 − F−1 = −1, F−3 = F−1 − F−2 = 2, F−4 = F−2 − F−3 = −3, F−5 = F−3 − F−4 = 5, F−6 = F−4 − F−5 = −8. The correct relation appears to be F−n = (−1)^(n+1)×Fn                .............(1) We now prove equation (1) by mathematical induction. Base case: Our calculation above already shows that equation (1) is true for n = 1 and n = 2, that is, F−1 = F1 and F−2 = −F2. Induction step: Let us  assume that (1) is true for positive integers n = k − 1 and n = k. Then we have F−(k+1) = F−(k−1) − F(−k)     ..(from definition)                = (−1)^k×Fk−1 − (−1)^(k+1)×Fk           ...

Fibonacci Sequence and Climbing Staircase problem

Hello Friends, So here is our next blog on Fibonacci  Sequence. In this blog I will introduce another problem whose solution is the Fibonacci Number. This problem is known as Climbing Staircase problem. The Question is How many ways one can climb staircase with n steps, taking one or two steps at a time ?? Questions Of Climbing Staircase  Eg. Suppose we have 3 steps to climb. So we have a Staircase, we climb it by taking one step , one step , one step or two step , one step or one step, two step. So If we have n-steps in Staircase , then how many different ways can we climb the Staircase? So to answer this question we could make a table, considering small numbers of steps i.e n = 1,2,3,4,5 And we can list the number of ways to climb the Staircase. So Observe the table first column is number of stairs or steps. Second column is the list of ways one can climb by taking one or two steps at a time. Third column a n   the total number of ways to climb Staircase. I hope y...