IEC 61000-4-13: Testing and measurement techniques - Harmonics and interharmonics including mains...
IEC 61000-4-13 defines the immunity test methods and range of recommended basic test levels for electrical and electronic equipment with rated current up to 16 A per phase at disturbance frequencies up to and including 2 kHz (for 50 Hz mains) and 2,4 kHz (for 60 Hz mains) for harmonics and interharmonics on low voltage power networks. Establishes a common reference for evaluating the functional immunity of electrical and electronic equipment when subjected to harmonics and inter-harmonics and mains signaling frequencies. The test method documented in IEC 61000-4-13 describes a consistent method to assess the immunity of an equipment or system against a defined phenomenon.
The basic immunity test for harmonic and interharmonic distortion of 50Hz or 60Hz mains supplies is IEC 61000-4-13, which has been adopted unchanged as the harmonized European standard EN 61000-4-13.
The ideal mains voltage is a pure sine wave at the fundamental frequency (usually either 16.67, 50, 60 or 400 Hz), but non-linear leads and injection of signaling voltages cause the waveform to be distorted. The techniques of Fourier analysis are used to describe the distortion in terms of one or more frequencies superimposed on the pure sine wave fundamental. These added frequencies are classified as harmonic -when they are an integer multiple of the fundamental, and as interharmonic - when they are any other frequency.
What are harmonics and interharmonics?
Harmonics are split into two main types: odd-numbered (3, 5, 7, 9, ...39, etc) and even-numbered (2, 4, 6, 8, ...40, etc), because they can cause different problems and as a result may need to be treated differently. Odd-numbered harmonics are often called odd-order harmonics, and the same for even-numbered harmonics. They are further divided into those that are a multiple of 3 times the fundamental because, in three-phase power systems, triplens can be canceled out whereas other odd-order harmonics cannot be.
When