I might just make some special welding dies that are longer because mine are 4 or 5" wide and 3" long. but if i was to make a special set that was 3" wide and say 7" long and make them thick as thy will be sticking out a bit then it should work good. i just wonder how much force i can create on that large of a surface area. so as I'm a man that likes math lets see if i can solve this mathematically. so first off lets compute a hammer swing. So just guessing and a little timing it seams that a fast hammer swing is around 20 fps and at say 3 pounds that would equal. using this formula
E= (3lb x 20fps^2)/2 which is 600ft/lbs of energy in a hammer swing. now if i pressed a 2" wide by 7" long billet in a 20 ton press that would be 40,000 total pounds on an area of 14 square inches which would be 2857 pounds per square inch. and assuming the hammer is say 1.5 in diameter that would mean that the hammer was only applying 400 foot/pounds per square inch. so i would have to say that the press would more then be able to weld a long billet. i could even do a longer billet, so for fun lets see how long i could go to get to the same force as a hammer blow. it seams that the press could press a billet that is 2" wide by 50" long and still press with 400 pounds per square inch. now this is absurd and would be impossible but that just shows that my press can do longer billets. but now i am not claiming my math is right and if i have made a mistake please correct me. its just what i have picked up from the net doing some research.