Applied Abstract Algebra by Joyner D., Kreminski R., Turisco J.

By Joyner D., Kreminski R., Turisco J.

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Linear stabilization of a dc bus supplying a constant power load: a general design approach. IEEE Trans. Power Electron. 25(2), 475–488 (2010) 58. : Decoupled reference-voltage-based active dc-link stabilization for pmsm drives with tight-speed regulation. IEEE Trans. Ind. Electron. 59(12), 4523–4536 (2012) 59. : General active global stabilization of multiloads dc-power networks. IEEE Trans. Power Electron. 27(4), 1788–1798 (2012) 60. : Active stabilization of dc microgrids without remote sensors for more electric aircraft.

6) becomes 0. 3). 16) Therefore, to ensure s˙ < 0 the following condition should be satisfied. 17) For the high voltage dc/dc converters upto few kilowatt rating x2 >> x1 . 17) is a small positive or negative number. 17). 17) would be negative when µ = x2 and becomes more negative for decreasing values of µ < x2 and moves towards zero for increasing value of µ > x2 . 17) will always be satisfied by appropriate selection of µ. 17). The region of existence of sliding mode for a particular simulated case is shown in Fig.

In: 2014 IEEE International Conference on Intelligent Energy and Power Systems (IEPS), pp. 122–126. IEEE (2014) 29. : A review of distributed power systems part i: Dc distributed power system. IEEE Aerosp. Electron. Syst. Mag. 20(8), 5–16 (2005) 30. : Optimizing the reliability of dc power plants with backup batteries and constantpower loads. In: Tenth Annual Applied Power Electronics Conference and Exposition, 1995. APEC 1995. Conference Proceedings 1995, pp. 957–964. IEEE (1995) 31. : Constant-power rectifiers for constant-power telecom loads.

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