Pulsars emit short, regular radio pulses that travel through the ionised interstellar medium (ISM). Free electrons in the ISM cause lowerβfrequency components of the pulse to arrive later than higherβfrequency components, a phenomenon known as dispersion.
The amount of dispersion is quantified by the **dispersion measure (DM)**, which is the integrated electron density along the line of sight. By measuring the time delay between two observing frequencies we can solve for DM.
Knowing the DM helps astronomers estimate the distance to the pulsar and probe the distribution of free electrons in our galaxy. The calculator below uses the standard radioβastronomy relation to compute DM from the observed delay and the two frequencies.
What is dispersion measure in astronomy?
How do you calculate dispersion measure?
Why is dispersion important for pulsars?
What units are used for dispersion measure?
Can dispersion be used to determine distance to pulsars?
What is the significance of higher dispersion measure values?
How does pulsar dispersion differ from other types of radio wave dispersion?
Results are for informational purposes only and do not constitute professional advice.
