What I am confused about is fig4s current direction in relation to the dots (I know its open circuit but assume it?s terminated) compared to the forward converter (fig5)"
OK. You have the dots drawn correctly.
"I reckon the transformer is the same and connected in the same way, if this is the case then why when the current moves from 1 to 2 on both figures 4&5 primary?s, does the current in the forward converters secondary move in the opposite direction from that of the standard transformer?"
The dot convention tells you where a positive voltage will "show up" when you feed positive voltage in on another winding with the dot being the positive end. It also tells you that flux will be produced in the core in the same direction *if* you were to *feed* current into that end of the winding.
*However*, what "normally" happens is that you
*provide* a voltage on one coil (the primary) -- hence creating flux in one direction --, the voltage appears in phase at the other winding and (if you connect a load) current flows
*out* of the other winding (the secondary)
*thus producing flux OPPOSITE to that produced by the primary!* The goal in building a perfect transformer is to get these fluxes to completely
*cancel*, so that a load gets "reflected" from the secondary back to the primary with nothing more than a "turns ratio square" multiplier.
In figure 4, (assuming Ip and Is are positive currents), both the primary and secondary are creating flux in the transformer in the *same* direction -- each winding will "see" the other winding as simply another generator (voltage source), and potentially try to fight one another if the applied voltages are out of phase. (Think about how transformers meant for either 120V or 240V have their primaries wound: Either in series or in parallel, but such that the current enters the windings to create flux in the same direction. This is essentially what you're drawn in figure 4: Two windings meant to be *driven* in parallel.)
The confusion here might stem from the fact that the transformer itself doesn't care which way current flows through the windings -- with the appropriate sources, you can force current to flow either way through any winding; all the transformer does is to take whatever currents are flowing in the windings and create flux internally. (Faraday's law then tells you what voltages to expect for those un-driven windings where you didn't already know it!) Since there's a fixed *voltage* ratio between the windings, if you connect a *load* to a winding, the turns ratio and the load then determine the current direction as well. (...which, again, will always so as to *oppose* the flux generate by the primary.)
"what is really bothering me is the secondary current direction found in multiple textbooks describing transformers."
What they're descrbing is meant to tell you how to determine the dot convention: Using the right-hand rule, force current through a given winding, and see which way the resultant flux points. In your forward converter, what's going on is "transformer action," wherein a load at one winding will have current flow through it in such a way as to *oppose the flux generated by another winding*.
Does this help any?
---Joel