Radius Dishes
Posted: Mon Dec 24, 2012 9:02 pm
Hi All,
On the plans for the acoustic guitar I am building, it says that the radius for the soundboard should be 28' and 15' for the back...If I were to use radius dishes to get these radii, then the curvature would be like that of the inside of a sphere right?
However, on the same plans, the sides to which back should be glued have a curve which is obviously not a 15' radius curve...They obvious taper in quite sharply on the neck end...And the curve of the sides which takes the soundboard is also not a regular radius curve either....It is higher at the bridge rather than at the centre point
Sooo..Is it a question of getting the radii into the back and soundboard...and then just kind of forcing them to conform the to the different curve of the sides when glueing?
I've seen videos on youtube of guys rotating the sides back and forth on a radius dish with sandpaper to get the back and soundboard to fit more snugly with a less 'stressful' joint...But how can this work when the curve on the sides is not like the curve of a perfect circle?
Any explanation would be appreciated
Matt
On the plans for the acoustic guitar I am building, it says that the radius for the soundboard should be 28' and 15' for the back...If I were to use radius dishes to get these radii, then the curvature would be like that of the inside of a sphere right?
However, on the same plans, the sides to which back should be glued have a curve which is obviously not a 15' radius curve...They obvious taper in quite sharply on the neck end...And the curve of the sides which takes the soundboard is also not a regular radius curve either....It is higher at the bridge rather than at the centre point
Sooo..Is it a question of getting the radii into the back and soundboard...and then just kind of forcing them to conform the to the different curve of the sides when glueing?
I've seen videos on youtube of guys rotating the sides back and forth on a radius dish with sandpaper to get the back and soundboard to fit more snugly with a less 'stressful' joint...But how can this work when the curve on the sides is not like the curve of a perfect circle?
Any explanation would be appreciated
Matt