Optimizing Car Speaker Performance: Understanding Voltage Requirements

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Discussion Overview

The discussion focuses on the voltage requirements for car speakers, exploring factors that influence these requirements, including speaker size, efficiency, and volume settings. It involves technical reasoning related to speaker impedance and power calculations.

Discussion Character

  • Technical explanation, Mathematical reasoning

Main Points Raised

  • One participant inquires about the typical voltage for car speakers.
  • Another participant suggests that the voltage depends on the size and efficiency of the speakers, as well as the volume setting.
  • A different participant provides details on speaker impedance, noting that typical car speakers have an impedance of 4 ohms and discusses how wiring configurations can affect impedance.
  • This participant also presents a formula for power in relation to voltage and impedance, explaining the relationship between RMS voltage and peak voltage.
  • A later reply acknowledges prior knowledge of power and impedance, indicating a shift in focus from the initial question.

Areas of Agreement / Disagreement

Participants present various factors influencing voltage requirements, but there is no consensus on a specific voltage value or a singular approach to understanding these requirements.

Contextual Notes

The discussion does not resolve the implications of different wiring configurations on voltage requirements or the specific conditions under which the voltage may vary.

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What voltage do car speakers typical run at?

Thank you for your time.
 
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That would depend upon many things:

1) The size of the speakers.
2) The efficiency of the speakers.
3) And most importantly: the position of the volume knob.

- Warren
 
Typical car speakers have an impedance of 4 ohms, but multiple speakers could be wired up in parallel (reducing impedance) or in series (increasing impedance) or a combination.

Power = voltage^2 / impedance.

I assume that for sound, the voltage is the RMS average output of a sine wave like signal. This is .707 times the peak voltage, so a 4 volt RMS ac source has voltage peaks of + and - 5.657 volts.

Code:
Watts per channel versus voltage:
  0.25 watts = ( 1 volt )^2 / 4 ohms
  1.00 watt  = ( 2 volts)^2 / 4 ohms
  4.00 watts = ( 4 volts)^2 / 4 ohms
 16.00 watts = ( 8 volts)^2 / 4 ohms
 64.00 watts = (16 volts)^2 / 4 ohms
100.00 watts = (20 volts)^2 / 4 ohms
 
Oops, I realized I already know what the power and impedance are. So yah, I probably didn't need to ask. Thanks anyway though.
 

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