Site : Piano Acoustics II

(1) G.Weinreich : Coupled piano strings,JASA62(6)Dec.1977
(3) D.E. Hall : Piano string excitation (I.) in the case of small hammer mass JASA 79(1), Jan.1986
Piano string excitation II.: General solution for a hard narrow hammer (with a historical review of the old scientific lierature) JASA 81(2) Feb.1987
Piano string excitation III : General solution for a soft narrow hammer 81(2) Feb.1987
Piano string excitation IV (D.E.Hall ,P.Clark) : The question of missing modes JASA 82(6)Dec.1987
Piano string excitation V : (D.E.Hall, A.Askenfelt) : Spectra for real hammers and strings JASA83(4)April 1988
Piano string excitation VI. Nonlinear modeling
JASA 82(1) July 1992
(4) Kaufmann : Ann. Phys. (Leipzig) 54 (1898) Hall II. (citation by Hall).
(5) X. Boutillon : Model for piano hammers: Experimental determination and digital simulation JASA 83(2) Feb.1988
(6) Askenfelt & Jansson Series of articles : “From Touch to string vibrations”
I. Timing in the grand piano action JASA 80(1)July 1990
II. The motion of the key and hammer JASA 90(5) Nov.1991 III. String motion and spectra JASA 93(4)Pt.1,April 1993
(7) H.A.Conklin : Design and tone in the mechanoacoustic piano. Part I. Piano hammers and tonal effects JASA 99(6) June 1996 II. Piano structure JASA 100(2)Pt. 1.Aug.1996 III. Piano strings and scale design JASA 100(3)Sept. 1996
(8) Stulov : Piano hammer felt model JASA 97(4)April 1995
(9) Suzuki & Nakamura : Acoustics of piano
Applied Acoustics 39 (1990)
(10) E.Hayashi, M.Yamane : Behavior of piano-action in a grand piano. I. Analysis of the motion of the hammer prior to string contact JASA 105(6)June 1999
(11) C.Palmer, J.C.Brown : Investigations in the amplitude of sounded piano tones. JASA 90(1) July 1991
(12) N.Giordano, J.P.Winans II. : Piano hammers and their force compression characteristics : Does a power law make sense ? JASA 107(4)April 2000
(13) N.Giordano, A.J.Korty : Motion of a piano string : Longitudinal vibrations and the role of the bridge JASA 100(6)Dec.1966
(14)Angot : Compléments de mathématique, Masson Paris 1972
(15)Leipp : Acoustique et musique, Masson 1971
(16)Georg von Békésy : Experiments in Hearing McGraw-Hill,1960
(17)Ditkin, Prudnikov : Formulaire pour le Calcul Opérationnel Masson 1967
(18)Jeans : Science and music 1937
(19)Tarnóczy : Einführung in die musikalische Akustik Akad. Kiadó Budapest 1963


(20)Hans-Jürgen Zebisch : Festigkeitslehre. Kurz und bündig Vogel-Verlag, Würzburg

CONCLUSION
Piano Acoustics III