- For the rotating electrical machine, see Rotary converter
A cycloconverter (CCV) or a cycloinverter converts a constant voltage, constant frequency AC waveform to another AC waveform of a lower frequency by synthesizing the output waveform from segments of the AC supply without an intermediate DC link (Dorf 1993, pp. 2241–2243 and Lander 1993, p. 181). There are two main types of CCVs, circulating current type or blocking mode type, most commercial high power products being of the blocking mode type.
Whereas phase-controlled SCR switching devices can be used throughout the range of CCVs, low cost, low-power TRIAC-based CCVs are inherently reserved for resistive load applications. The amplitude and frequency of converters' output voltage are both variable. The output to input frequency ratio of a three-phase CCV must be less than about one-third for circulating current mode CCVs or one-half for blocking mode CCVs.(Lander 1993, p. 188) Output waveform quality improves as the pulse number of switching-device bridges in phase-shifted configuration increases in CCV's input. In general, CCVs can be with 1-phase/1-phase, 3-phase/1-phase and 3-phase/3-phase input/output configurations, most applications however being 3-phase/3-phase. The competitive power rating span of standarized CCVs ranges from few megawatts up to many tens of megawatts. CCVs are used for driving rolling mine hoists, mill main motors, ball mills for ore processing, cement kilns, ship propulsion systems, slip power recovery wound-rotor induction motors (i.e., Scherbius drives) and aircraft 400 Hz power generation. Single-phase bridge CCVs have also been used extensively in electric traction applications to for example produce 25 Hz power in the U.S. and 16 2/3 Hz power in Europe.
CCV operation creates current and voltage harmonics on the CCV's input and output. AC line harmonics are created on CCV's input accordance to the equation,
- f(h) = f(1)*(k*q±1)±6*n*f(o),
- f(h) = harmonic frequency imposed on the AC line
- k and n = integers
- q = pulse number (6, 12 . . .)
- f(o) = output frequency of the CCV
- Equation's 1st term represents the pulse number converter harmonic components starting with six-pulse configuration
- Equation's 2nd term denotes the converter's sideband characteristic frequencies including associated interharmonics and subharmonics.
Whereas phase-controlled converters including CCVs are gradually being replaced by faster PWM self-controlled converters based on IGBT, GTO, IGCT and other switching devices, these older classical converters are still used at the higher end of the power rating range of these applications.
- In-line references
- Bose, Bimal K. (2006). Power Electronics and Motor Drives : Advances and Trends. Amsterdam: Academic. p. 126. ISBN 978-0-12-088405-6.
- Klug, Dieter-Rolf; Klaassen, Norbert (2005). "High Power Medium Voltage Drives - Innovations, Portfolio, Trends". European Conference on Power Electronics and Applications. p. 5. doi:10.1109/EPE.2005.219669.
- Bose (2006), p. 153
- Watzmann, Marcus Watzmann; Raskowetz, Steffen (Sept./Oct. 1996). Chinese rolling mill for extra high grade aluminium strip. Retrieved Aug. 5, 2011.
- Pakaste, Risto et al. (Feb. 1999). Experience with Azipod propulsion systems on board marine vessels. Retrieved 28 April 2012.
- Bose (2006), p. 119
- Heydt, G.T.; Chu, R.F. (Apr. 2005). "The power quality impact of cycloconverter control strategies". IEEE Transactions on Power Delivery 20 (2): 1711–1718.
- ACS 6000c. "Cycloconverter application for high performance speed and torque control of 1 to 27 MW synchronous motors". Retrieved 29 April 2012.
- IEEE Std 519 (1992). IEEE Recommended Practices and Requirements for Harmonic Control in Electrical Power Systems. IEEE. p. 18. doi:10.1109/IEEESTD.1993.114370.
- General references