What size of piezocrystal required to depolarize a single nerve?

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The discussion focuses on determining the appropriate size of a synthetic piezocrystal required to stimulate a typical nerve through electrical means. Key steps include defining the necessary parameters for nerve stimulation—current, voltage, time, and charge—calculating a suitable capacitor to store the required charge, and selecting an energy harvesting circuit to connect the piezoelectric generator to the capacitor. The conversation emphasizes the importance of understanding piezoelectricity, the piezoelectric constant, and the electromechanical coupling factor to effectively utilize piezocrystals in nerve stimulation applications.

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  • Understanding of piezoelectricity and its applications
  • Knowledge of electrical circuits and capacitor sizing
  • Familiarity with energy harvesting techniques
  • Basic principles of nerve stimulation and action potentials
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  • Research piezoelectric constant and its impact on crystal performance
  • Learn about capacitor sizing for energy storage in nerve stimulation
  • Explore energy harvesting circuits suitable for piezoelectric applications
  • Study the mechanisms of action potentials and their relationship with electrical stimulation
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Biology majors, biomedical engineers, and researchers interested in the intersection of physics and biology, particularly in nerve stimulation technologies and piezoelectric applications.

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If you were to use the highest performing synthetic piezocrystal what dimensions would be required to stimulate a typical nerve? Experiments have been done to use ultrasound to compress the crystal and store the charge in a capacitor, if I'm understanding correctly. How much volume is required, or how could I calculate that answer for my own personal interest. Thank you.
 

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There is more to it than merely sizing a crystal. Here's how I would start working on this problem.

Step 1: If you are stimulating a nerve with electricity, then you start by defining what it takes to stimulate a nerve. The required stimulation will be some combination of current, voltage, time, and possibly charge.

Step 2: Knowing what it takes to stimulate a nerve, you can calculate a capacitor to store the necessary charge at the appropriate voltage. There will be a circuit to control the electricity from the capacitor to the nerve. You need to allow for the energy loss in that circuit (oversize the capacitor).

Step 3: Given a capacitor, and the peak capacitor voltage, find an energy harvesting (search the term) chip/circuit/system to connect the piezoelectric generator to the capacitor. Keep in mind that energy harvesting is not 100% efficient, and that the energy losses can be a significant portion of the energy generated by the piezoelectric crystal.

Step 4: Search piezoelectricity, piezoelectric constant, and electromechanical coupling factor to learn about the types of piezoelectric crystals, and their electrical response to mechanical stress. Steps 3 and 4 are not linear - you need to iterate until you converge on a solution.
 
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jrmichler said:
There is more to it than merely sizing a crystal. Here's how I would start working on this problem.

Step 1: If you are stimulating a nerve with electricity, then you start by defining what it takes to stimulate a nerve. The required stimulation will be some combination of current, voltage, time, and possibly charge.

Step 2: Knowing what it takes to stimulate a nerve, you can calculate a capacitor to store the necessary charge at the appropriate voltage. There will be a circuit to control the electricity from the capacitor to the nerve. You need to allow for the energy loss in that circuit (oversize the capacitor).

Step 3: Given a capacitor, and the peak capacitor voltage, find an energy harvesting (search the term) chip/circuit/system to connect the piezoelectric generator to the capacitor. Keep in mind that energy harvesting is not 100% efficient, and that the energy losses can be a significant portion of the energy generated by the piezoelectric crystal.

Step 4: Search piezoelectricity, piezoelectric constant, and electromechanical coupling factor to learn about the types of piezoelectric crystals, and their electrical response to mechanical stress. Steps 3 and 4 are not linear - you need to iterate until you converge on a solution.
I'm a biology major so I'm more familiar with the generation of action potentials than I am the physics and piezocrystals. Here is an attach image of a compressed piezocrystal. In order to generate an action potential, typically excitatory neurotransmitters exit one synapse and land on the next nerve in the chain. Ligand gated ion channels then open allowing sodium to flood in and propagate positive charge down the axon, with insulation and voltage gated ion channels. Essentially sodium enters the cell body to a sufficient point to trigger the voltage gate sodium channels to open and the charge fires down the axon to the next synaptic terminal.

With that background info, would we put the positive electrode (top wire of the graphic) inside the cell body in order to depolarize the cell body(make it more positive opening the voltage gated sodium channels) and leave the negative electrode outside? Or is it the other way around? It is positive charge that is required to stimulate the nerve so I'm not sure exactly how to make that work if it is the electrons that get compressed and flow. Is that where the capacitor comes in? thank you for your reply.
 

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mV action potential
 

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