Alright, quick question (caution math-heavy terms incoming): When laying a Wye turnout, should the frog angle be measured between the diverging track and an imaginary track where the through track would be (as both tracks past the point of switch can be considered 'technically' diverging tracks), or should the frog angle taken between the two diverging tracks, causing the midpoint of the arc to lie on the imaginary through track?
Example: A typical #9 turnout with only one diverging track has a frog angle of approx. 6.36 degrees between the through track (the straight one) and the diverging track (the track that turns off into another direction). However, if this were a Wye turnout (where both tracks past the switch point are diverging, rather than one running along where the through track would be), would the frog angle be 6.36 degrees from each track to where the through track would be (essentially identical to dropping a left and right turnout on top of each other and removing the middle track, thus 12.72 degrees total between both diverging tracks), or simply 6.36 between diverging tracks, thus 3.18 degrees between a diverting track and the imaginary through track.
I hope I explained that clearly enough. :hehe:
Example: A typical #9 turnout with only one diverging track has a frog angle of approx. 6.36 degrees between the through track (the straight one) and the diverging track (the track that turns off into another direction). However, if this were a Wye turnout (where both tracks past the switch point are diverging, rather than one running along where the through track would be), would the frog angle be 6.36 degrees from each track to where the through track would be (essentially identical to dropping a left and right turnout on top of each other and removing the middle track, thus 12.72 degrees total between both diverging tracks), or simply 6.36 between diverging tracks, thus 3.18 degrees between a diverting track and the imaginary through track.
I hope I explained that clearly enough. :hehe: