Hi Artur,
I think you have explained this very well and that is exactly procedure by my opinion needed for this kind of structures (in case of cable stayed bridge with many phases I am not sure can we do this, but in case of a model in post yes !).
Looking at the results of model you attached, deflections demand are not satisfied (if we took limit v=L/250=9300cm/250=37cm and for combination 7 you have 100cm, with a note that I am not familiar what is exactly Eurocode demand regarding deflections limit for this type of structures).
I want to say that some prestressing is necessary to decrease vertical deflections.
''In the final model only the last assembled group of cables would be defined by tensions - all the previously assembled would be defined by elongations but these elongations would correspond to tensions from previous stages of assembling.''
So, just to clear modelling in Robot, because I generally understand what you said but I am not 100% sure how to do that in Robot.
1. Are we agreed that we can model this structure in Robot as you proposed, with sufficient accuracy ?
In that case we need two models and following procedure will probably be:
2. Phase 2. / model 2. - is final phase. In this model we don't play with prestressing force in cables, we just need to calculate additional elongation of cable. When we have elongation then we can calculate additional force in that cable and we can estimate initial available prestressing force in cables that we can use for phase 1/model 1 (assembly stage). Also where to find a value of additional elongation of cable?
3. Phase 1. / model 1. - is assembly phase. Model of structure which includes self weight + prestressing force (available prestressing force which can be defined as cable resistance force (with safety factor) minus additional tensile force caused by relative elongation in model 2). In this phase we calculate deflections, and of course check all other elements. Using prestressing in assembly phase we will probably get upwards deflections!
4. Then final deflection is equal = deflection from model 1 (probably upwards) + deflection from model 2 (probably downwards).
Regards