Calculating Energy Delivered by a Pacemaker to the Heart

AI Thread Summary
The discussion centers on calculating the energy delivered by a pacemaker to the heart, using a resistance of 100 ohms, a pulse amplitude of 1.2 volts, and a pulse duration of 0.5 ms. The calculated power is 0.0144 watts, leading to an energy delivery of 7.2 microjoules per pulse. Concerns are raised about the relevance of the current drain of 2 microamps, with some participants suggesting that the drain should be higher based on efficiency assumptions. It is clarified that the current drain does not need to be factored into the energy calculation, as the focus should be on power conservation rather than just current. The discussion highlights the need for clearer problem statements regarding the current drain and battery specifications.
Sloan650
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A pacemaker stimulates heart tissue with R of 100ohms.
Pulse amplitude is 1.2 Volts & pulse duration is 0.5ms.
Stimulates at 70bpm
Current drain = 2microamps

Calculate energy delivered to heart from pacemaker at each pulse.

i got

P=V^2/R = 0.0144

Then Energy = Power*time = 0.0144*0.5x10-3 = 7.2x10-6 J

But do i not need to take into account the current drain?
 
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Please help?! its for an exam tomorrow!
 
Sloan650 said:
A pacemaker stimulates heart tissue with R of 100ohms.
Pulse amplitude is 1.2 Volts & pulse duration is 0.5ms.
Stimulates at 70bpm
Current drain = 2microamps

Calculate energy delivered to heart from pacemaker at each pulse.

i got

P=V^2/R = 0.0144

Then Energy = Power*time = 0.0144*0.5x10-3 = 7.2x10-6 J

But do i not need to take into account the current drain?

It would appear that the current drain and the 70bpm figures are superfluous information.
 
Sloan650 said:
A pacemaker stimulates heart tissue with R of 100ohms.
Pulse amplitude is 1.2 Volts & pulse duration is 0.5ms.
Stimulates at 70bpm
If the pacemaker electronics is 100% efficient (unrealistic, but let's consider it to be ideal for sake of argument), then the above information will account for a drain on the battery averaging 7 μA.

Current drain = 2microamps
So I'm puzzled by their figure of just 2 μA. I say it has to be more than 7 μA.

Then Energy = Power*time = 0.0144*0.5x10-3 = 7.2x10-6 J
I agree with this figure, and it has units of Joules.

But do i not need to take into account the current drain?
No. But the person who set the question does need to explain the anomaly. :confused:
 
NascentOxygen said:
If the pacemaker electronics is 100% efficient (unrealistic, but let's consider it to be ideal for sake of argument), then the above information will account for a drain on the battery averaging 7 μA.


So I'm puzzled by their figure of just 2 μA. I say it has to be more than 7 μA.


I agree with this figure, and it has units of Joules.


No. But the person who set the question does need to explain the anomaly. :confused:

The problem doesn't say that the stated current drain is measured at the output of the pacemaker, or that the pacemaker's battery must be 1.2V. For all we know the pacemaker could be running on a 12V battery (okay that's unlikely but you get the idea) and its circuitry is designed to deliver the required pulses via suitable transformation. The concern would be with energy conservation (power drawn >= power delivered), or I*V, rather than just I.
 
The only interpretation of "current drain" is current drawn from the battery. But you are right that the battery need not be 1.2 volts. What it would realistically be, though, I don't know.

Good save.
 
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