Page 70 - Power Electronics Handbook
P. 70

Semiconductor thermal characteristics  63
                    (iv)  Losses in the control terminal of  the power semiconductor. The loss
                         in the base of  a transistor has already been considered as part of  the
                         forward conduction loss in item (i) above, since it is always present
                         whilst the device is on. However, devices such as thyristors need only
                         be pulse  fired, so  the gate power  loss can be separated from the
                         forward conduction loss. Four parameters are now usually defined;
                         the peak gate power PGM, i.e. the maximum value of the product of
                         the  forward  gate  current  and  voltage  which  is  permissible;  the
                         average gate  power  PG,,,,   which  is  the  maximum  value  of  the
                         forward gate current and voltage averaged over one cycle; and peak
                         reverse gate power PGMR and average reverse gate power PGR(*V),
                         which are the corresponding reverse values. Figure 1.23 shows the
                         peak gate power curves within which the gate drive locus needs to
                         stay.

                    2.3 Semiconductor thermal characteristics

                    A power semiconductor mounted on a heatsink can be analysed by analogy
                    with  electrical circuits in which  the flow of  current is replaced by heat
                    transfer and the electrical impedances by thermal resistances. The unit of
                    heat transfer is measured in joules per seconds or watts, and the unit of
                    thermal resistance is in degrees centigrade per watt. Therefore if Q is the
                    thermal power in watts being dissipated within a device, and dT is the
                    temperature difference 8ctosp the device in degrees Centigrade, then the
                    thermal resistance Rh  of  the device is given by equation (2.1).
                      R&  = dT/Q     (WW)                                       (2.1)
                      A complex thermal circuit, such as a power semiconductor mounted on a
                    heatsink, can be  broken into its separate parts and then analysed using
                    equation (2.1). Figure 2.3 shows the equivalent circuit of such an assembly.

                                         PJunction (Ti)











                           zz cca          Rth Ic-h)



                                 zzcha     Rth (h-a)
                           A  -   -

                                           Ambient (T,)
                         2.3 Equivalent circuit of a semiconductor device mounted on a  heatsink
   65   66   67   68   69   70   71   72   73   74   75