**** FLUTEKEY - Instructions and Notes **** The program FLUTEKEY permits the rapid calculation of certain parameters important to the design of the Boehm flute, or to the comparison of different instruments. The program shows the effects on intonation of varying these parameters. For a detailed discussion of the processes involved, see John W. Coltman, "Acoustical analysis of the Boehm Flute", J. Acoust. Soc. Am., V. 65 #2, pp 499-506, Feb 1979, or "Designing the Scale of the Boehm Flute", Woodwind Quarterly, February, 1994. Run the program by typing FLUTEKEY at the DOS prompt. After a few seconds the main menu will appear. This allows you to select the kind of flute being treated. After the selection, you will be asked to enter the bore diameter of the instrument in question. Then you may proceed to calculate the desired quantities. (A) HOLE HEIGHT FROM DIMENSIONS An open key on the flute can be characterized acoustically by a single number, the acoustical hole height "H". You will need this number to find out how changes in the hole or its position will affect intonation. Select item A on the menu to calculate "H" from measured dimensions of the hole and its key. Select the type of key (small, large solid, or perforated) and enter the dimensions (always in millimeters) as requested. Key cup diameter is the outside diameter of the key that holds the pad. Chimney height is measured from the inner diameter of the main bore to the rim where the pad seats, at the point where this dimension is smallest. Key rise is not measured at the outer edge but rather at the center line of the hole parallel to the axis. This value is typically 2 mm on the C flute. Hole diameter is the i.d. The program will not accept values that are too far from those that were used to create the program. In these cases you will get a message like "OUTSIDE LIMITS". Try a more reasonable value. After the last entry, the value of "H" for this hole and key will be will be displayed. Two other quantities, "a" and "b" are also given. These describe acoustically the cavity left when the key is closed. FLUTEKEY does not treat these further, but they may be useful in procedures described in the references above. Values obtained for "H" are valid for metal Boehm flutes. Wooden flutes or piccolos have a different geometry around the hole, and values of "H" will generally be higher. They are not treated here. HOLE NAMES. In the remaining parts of the program, you must specify which hole on the flute you are inquiring about. * Important * The holes are named according to the system standardly used in the literature. Here the first open hole encountered in going down the flute, receives the name of the note it produces in the first register. The C# hole is the little one operated by the first finger, the C hole is the thumb hole, and the A hole is the one just above the lever operating the G# key. This differs from the system often used by flute teachers and flutemakers, which has many anomalies. In the system used here, if one wants to change the intonation of the note E, one works on the E hole. The hole being worked on is defined by a number according to the diagram displayed on the screen, which imitates schematically the key arrangement on the flute. A number has been assigned to each hole on the diagram and is to be entered to designate the hole. The diagram shows two C# holes for cases where an additional C# hole occurs on the flute. For the conventional flute, use the upper one, #3. (1) (B) DISTANCE TO COLUMN END. This part of the program calculates the distance from the center of the hole to the plane where the the apparent acoustic end of the column lies. This number is used in some calculations not incuded in this program. (C) HEIGHT OF HOLE - CHANGES. If one changes the height of a hole (for instance by substituting a perforated for a solid key) the pitch or frequency of the note will change. Part (B) calculates the change in column length and the change in frequency (in cents) resulting from a change in H for any selected key. (D) POSITION OF HOLE - CHANGES. A change in position of the hole will also result in a change in column length and frequency, which are calculated here. (E) TRADE-OFF HEIGHT AND POSITION. If one changes the height of a hole, and wishes to keep the pitch unchanged, one can compensate by moving the hole position a distance calculated here. (F) Returns to main Menu. Program may then be exited by choosing (6). (end)