This tool is a unit converter for voltage and power. There is an input for impedance that allows the relationship between power and voltage.
The unit for resistance or impedance. Resistance can define the relationship between voltage and current and voltage and power. Based upon ohms law the voltage and current relatinship is:
r = \frac{v}{i}
and power is
power = \frac{v^{2}}{r}
Peak voltage of an AC signal is the peak amplitude.
The Root Mean Square Voltage or Vrms is:
V_{rms}=\frac{V_{peak}}{\sqrt{2}}
This value is the RMS voltage in microvolts.
\mu V=\frac{V_{peak}}{\sqrt{2}}\cdot 10^{-6}
This value is microvolt with no termination or load.
\mu V_{emf}=\frac{2\cdot V_{peak}}{\sqrt{2}}\cdot 10^{-6}
This value is microvolt with with a load. When a signal has a matched load then half of the voltage is droped across the load. This value is the same value as uV, The unit is just explicitly defined as having the load.
\mu V_{pd}=\frac{V_{peak}}{\sqrt{2}}\cdot 10^{-6}
This unit is the decible of RMS microvolt.
dB\mu V=20\log \left ( \mu V \right )
This unit is the decible of EMF microvolt.
dB\mu V_{emf}=20\log \left ( \mu V_{emf} \right )
This unit is the decible of EMF microvolt.
dB\mu V_{pd}=20\log \left ( \mu V_{pd} \right )
Watts is a unit of power.
W=\frac{V_{rms}^{2}}{Z_{o}}
One thousandth of a watt.
mW=\frac{W}{10^{3}}
One millionth of a watt.
\mu W=\frac{W}{10^{6}}
dBm is a power measurement and is the decibal of the power in mW.
dBm=10\log \left ( mW \right )
dBuW is a power measurement and is the decibal of the power in uW.
dBm=10\log \left ( \mu W \right )
dBuW EMF is a power measurement and is the decibal of the power in uW. In a system with no termination or load.
dBm=10\log \left ( 2\cdot \mu W \right )
dBuW PD is a power measurement and is the decibal of the power in uW. In a system with a matched load.
dBm=10\log \left (\mu W \right )
dBpW is a power measurement and is the decibal of the power in pW.
dBm=10\log \left ( \mu W\cdot 1e6 \right )
dBpW EMF is a power measurement and is the decibal of the power in pW. In a system with no termination or load.
dBm=10\log \left ( 2\cdot \mu W\cdot 1e6 \right )
dBpW PD is a power measurement and is the decibal of the power in pW. In a system with a matched load.
dBm=10\log \left (\mu W\cdot 1e6 \right )