Pedal in Liszt's Piano Music!
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Index (Complete)
Sample page from Pianos Inside Out. Copyright © 2013 Mario Igrec. 527 Index composite parts 375 rails, repairing 240 facing off 439 Numerics compressed 68 rebuilding, overview 325 grooved, effects on tuning 132 105 System 336 diagram 64 regulating 166 reducing height of 439 16th Tone Piano 94 Double Repetition in verticals 77 regulating on the bench 141 replacing 436 1867 Exposition in Paris 13 double-escapement 5, 12 regulation, effects on tuning 129 to rebuild or replace 326 3M 267, 338 dropped 68, 113, 140, 320 removing 136 Air microfinishing film 202 English 9 removing from keyboard 154 dehumidifying 85 409 89 escapement of jack 76 repairing 240 humidifying 86 Fandrich 68 repetition, speed of 77 Air conditioner 86, 328 frame stability in verticals, Schwander 77 Albert Steinway 13, 76 A inspecting 191 single-escapement 4 Alcohol 144, 145, 147, 155, 156, 158, Abel 66, 71, 72, 340, 383 geometry 273, 303 spread 149, 280, 282, 287, 315 161, 179, 182, 191, 213, 217, 221, hammers 72, 384 geometry troubleshooter 304 tape-check 11 237, 238, 264, 265, 337, 338, 352, Naturals 71 grand, inserting into the piano troubleshooters 304 353, 356, 437, 439, 449, 478 Abrasive cord 338 137 Tubular Metallic Frame 66, 68 as sizing agent 215, 491 Abrasives, in buffing compounds grand, rebuilding 373 vertical 68 as solvent for shellac 480 364 grand, regulating 166 vertical, development of 15 as suspension for blue chalk 449 ABS grand, removing 136 vertical, Double Repetition 77 as suspension for chalk 240, 364, Carbon 17, 66 grand, removing from keyboard vertical, -
1785-1998 September 1998
THE EVOLUTION OF THE BROADWOOD GRAND PIANO 1785-1998 by Alastair Laurence DPhil. University of York Department of Music September 1998 Broadwood Grand Piano of 1801 (Finchcocks Collection, Goudhurst, Kent) Abstract: The Evolution of the Broadwood Grand Piano, 1785-1998 This dissertation describes the way in which one company's product - the grand piano - evolved over a period of two hundred and thirteen years. The account begins by tracing the origins of the English grand, then proceeds with a description of the earliest surviving models by Broadwood, dating from the late eighteenth century. Next follows an examination of John Broadwood and Sons' piano production methods in London during the early nineteenth century, and the transition from small-scale workshop to large factory is noted. The dissertation then proceeds to record in detail the many small changes to grand design which took place as the nineteenth century progressed, ranging from the extension of the keyboard compass, to the introduction of novel technical features such as the famous Broadwood barless steel frame. The dissertation concludes by charting the survival of the Broadwood grand piano since 1914, and records the numerous difficulties which have faced the long-established company during the present century. The unique feature of this dissertation is the way in which much of the information it contains has been collected as a result of the writer's own practical involvement in piano making, tuning and restoring over a period of thirty years; he has had the opportunity to examine many different kinds of Broadwood grand from a variety of historical periods. -
The Science of String Instruments
The Science of String Instruments Thomas D. Rossing Editor The Science of String Instruments Editor Thomas D. Rossing Stanford University Center for Computer Research in Music and Acoustics (CCRMA) Stanford, CA 94302-8180, USA [email protected] ISBN 978-1-4419-7109-8 e-ISBN 978-1-4419-7110-4 DOI 10.1007/978-1-4419-7110-4 Springer New York Dordrecht Heidelberg London # Springer Science+Business Media, LLC 2010 All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer Science+Business Media, LLC, 233 Spring Street, New York, NY 10013, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed is forbidden. The use in this publication of trade names, trademarks, service marks, and similar terms, even if they are not identified as such, is not to be taken as an expression of opinion as to whether or not they are subject to proprietary rights. Printed on acid-free paper Springer is part of Springer ScienceþBusiness Media (www.springer.com) Contents 1 Introduction............................................................... 1 Thomas D. Rossing 2 Plucked Strings ........................................................... 11 Thomas D. Rossing 3 Guitars and Lutes ........................................................ 19 Thomas D. Rossing and Graham Caldersmith 4 Portuguese Guitar ........................................................ 47 Octavio Inacio 5 Banjo ...................................................................... 59 James Rae 6 Mandolin Family Instruments........................................... 77 David J. Cohen and Thomas D. Rossing 7 Psalteries and Zithers .................................................... 99 Andres Peekna and Thomas D. -
Model-Based Digital Pianos: from Physics to Sound Synthesis Balazs Bank, Juliette Chabassier
Model-based digital pianos: from physics to sound synthesis Balazs Bank, Juliette Chabassier To cite this version: Balazs Bank, Juliette Chabassier. Model-based digital pianos: from physics to sound synthesis. IEEE Signal Processing Magazine, Institute of Electrical and Electronics Engineers, 2018, 36 (1), pp.11. 10.1109/MSP.2018.2872349. hal-01894219 HAL Id: hal-01894219 https://hal.inria.fr/hal-01894219 Submitted on 12 Oct 2018 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Model-based digital pianos: from physics to sound synthesis Bal´azsBank, Member, IEEE and Juliette Chabassier∗yz October 12, 2018 Abstract Piano is arguably one of the most important instruments in Western music due to its complexity and versatility. The size, weight, and price of grand pianos, and the relatively simple control surface (keyboard) have lead to the development of digital counterparts aiming to mimic the sound of the acoustic piano as closely as possible. While most commercial digital pianos are based on sample playback, it is also possible to reproduce the sound of the piano by modeling the physics of the instrument. The pro- cess of physical modeling starts with first understanding the physical principles, then creating accurate numerical models, and finally finding numerically optimized signal processing models that allow sound synthesis in real time by neglecting inaudible phe- nomena, and adding some perceptually important features by signal processing tricks. -
Numerical Simulations of Piano Strings. I. a Physical Model for A
Numerical simulations of piano strings. I. A physical model for a struck string using finite difference methods AntoineChaigne SignalDepartment, CNRS UIL4 820, TelecomParis, 46 rue Barrault, 75634Paris Cedex13, France Anders Askenfelt Departmentof SpeechCommunication and Music Acoustics;Royal Institute of Technology(KTH), P.O. Box 700 14, S-100 44 Stockholm, Sweden (Received 8 March 1993;accepted for publication26 October 1993) The first attempt to generatemusical sounds by solvingthe equationsof vibratingstrings by meansof finitedifference methods (FDM) wasmade by Hiller and Ruiz [J. Audio Eng. Soc.19, 462472 (1971)]. It is shownhere how this numericalapproach and the underlyingphysical modelcan be improvedin order to simulatethe motion of the piano stringwith a high degree of realism.Starting from the fundamentalequations of a damped,stiff stringinteracting with a nonlinear hammer, a numerical finite differencescheme is derived, from which the time histories of stringdisplacement and velocityfor eachpoint of the stringare computedin the timedomain. The interactingforce between hammer and string,as well as the forceacting on the bridge,are givenby the samescheme. The performanceof the model is illustratedby a few examplesof simulated string waveforms. A brief discussionof the aspectsof numerical stability and dispersionwith referenceto the properchoice of samplingparameters is alsoincluded. PACS numbers: 43.75.Mn LIST OF SYMBOLS N numberof stringsegments coefficientsin the discretewave equation p stiffnessnonlinear exponent all(t) hammer -
Large Scale Sound Installation Design: Psychoacoustic Stimulation
LARGE SCALE SOUND INSTALLATION DESIGN: PSYCHOACOUSTIC STIMULATION An Interactive Qualifying Project Report submitted to the Faculty of the WORCESTER POLYTECHNIC INSTITUTE in partial fulfillment of the requirements for the Degree of Bachelor of Science by Taylor H. Andrews, CS 2012 Mark E. Hayden, ECE 2012 Date: 16 December 2010 Professor Frederick W. Bianchi, Advisor Abstract The brain performs a vast amount of processing to translate the raw frequency content of incoming acoustic stimuli into the perceptual equivalent. Psychoacoustic processing can result in pitches and beats being “heard” that do not physically exist in the medium. These psychoac- oustic effects were researched and then applied in a large scale sound design. The constructed installations and acoustic stimuli were designed specifically to combat sensory atrophy by exer- cising and reinforcing the listeners’ perceptual skills. i Table of Contents Abstract ............................................................................................................................................ i Table of Contents ............................................................................................................................ ii Table of Figures ............................................................................................................................. iii Table of Tables .............................................................................................................................. iv Chapter 1: Introduction ................................................................................................................. -
UCL CMC Newsletter No.5
UCL Chamber Music Club Newsletter No.5 October 2015 In this issue: Welcome to our newsletter Welcome to the fifth issue of the Chamber Mu- Cohorts of muses, sic Club Newsletter and its third year of pub- unaccompanied lication. We offer a variety of articles, from a composers and large survey of last season’s CMC concerts – now a ensembles – a view on the regular feature – to some reflections, informed sixty-third season - by both personal experience and scholarship, page 2 on the music of Sibelius and Nielsen (whose 150th anniversaries are celebrated in the first UCLU Music Society concert of our new season). In the wake of UC- concerts this term - Opera’s production last March of J.C. Bach’s page 8 Amadis de Gaule we have a brief review and two articles outlining the composer’s biogra- UCOpera’s production of phy and putting him in a wider context. The Amadis de Gaule, CMC concert last February based on ‘the fig- UCL Bloomsbury Theatre, ure 8’ has prompted an article discussing some 23-28 March 2015 - aspects of the topic ‘music and numbers’. Not page 9 least, our ‘meet the committee’ series continues with an interview with one of our newest and Meet the committee – youngest committee members, Jamie Parkin- Jamie Parkinson - son. page 9 We hope you enjoy reading the newslet- A biographical sketch of ter. We also hope that more of our readers Johann Christian Bach will become our writers! Our sixth issue is (1735-82): composer, scheduled for February 2016, and any material impresario, keyboard on musical matters – full-length articles (max- player and freemason - imum 3000 words), book or concert reviews – page 12 will be welcome. -
Acousticspiano Acoustic Furniture
ACOUSTICSPiano acoustic furniture 350 351 PIANO ACOUSTIC Sound absorbing furniture Acoustics are essential in making our surroundings enjoyable by minimising noise, controlling reverberations and general improving the quality of the acoustic environment in office and commercial interiors. Without acoustic furniture and panels, the lack of barriers between workers can lead to high noise levels and poor speech privacy which results in disgruntled employees. The Piano Acoustics range of wall tiles, ceiling tiles and suspended panels provide open plan offices and breakout spaces with multiple levels of acoustic absorption which are not only colourful and modern additions to the office aesthetics, but are also designed with functionality in mind to reduce reverberated noise and minimise factors which drive employees to distraction. Tile shapes Square, triangular and rectangular Product details Made from 100% polyester fibre Fabrics Specialist acoustic fabrics Manufacturing see page 361 Using recycled material 352 Details & Features Wall Tiles Suspended Ceiling Tiles Manufactured using a minimum of 60% recycled material, acoustic Ceiling tiles with balanced acoustics provide the necessary wall tiles are designed to offer functionality as well as aesthetics, combination of sound absorption and attenuation to control providing a sound buffer that looks good and enhances the interior noise in interior environments, made from 100% polyester fibre Ceiling Grid Tiles Suspended Acoustic Panels Acoustic ceiling grid tiles are ideal for open plan offices, -
User Manual Nord Piano
User Manual Nord Piano OS Version 1.x Part No. 50312 Copyright Clavia DMI AB Print Edition 1.3 The lightning flash with the arrowhead symbol within CAUTION - ATTENTION an equilateral triangle is intended to alert the user to the RISK OF ELECTRIC SHOCK presence of uninsulated voltage within the products en- DO NOT OPEN closure that may be of sufficient magnitude to constitute RISQUE DE SHOCK ELECTRIQUE a risk of electric shock to persons. NE PAS OUVRIR Le symbole éclair avec le point de flèche à l´intérieur d´un triangle équilatéral est utilisé pour alerter l´utilisateur de la presence à l´intérieur du coffret de ”voltage dangereux” non isolé d´ampleur CAUTION: TO REDUCE THE RISK OF ELECTRIC SHOCK suffisante pour constituer un risque d`éléctrocution. DO NOT REMOVE COVER (OR BACK). NO USER SERVICEABLE PARTS INSIDE. REFER SERVICING TO QUALIFIED PERSONNEL. The exclamation mark within an equilateral triangle is intended to alert the user to the presence of important operating and maintenance (servicing) instructions in the ATTENTION:POUR EVITER LES RISQUES DE CHOC ELECTRIQUE, NE PAS ENLEVER LE COUVERCLE. literature accompanying the product. AUCUN ENTRETIEN DE PIECES INTERIEURES PAR L´USAGER. Le point d´exclamation à l´intérieur d´un triangle équilatéral est CONFIER L´ENTRETIEN AU PERSONNEL QUALIFE. employé pour alerter l´utilisateur de la présence d´instructions AVIS: POUR EVITER LES RISQUES D´INCIDENTE OU D´ELECTROCUTION, importantes pour le fonctionnement et l´entretien (service) dans le N´EXPOSEZ PAS CET ARTICLE A LA PLUIE OU L´HUMIDITET. livret d´instructions accompagnant l´appareil. -
Physics of the Piano N Giordano -- Purdue University • Introduction to the Piano
Physics of the Piano N Giordano -- Purdue University • Introduction to the piano . Overall structure: strings, soundboard, hammers, etc. Some history: when and why the piano was invented. • Some surprising aspects of piano acoustics (its not just simple physics!): . Inharmonicity of piano tones. How a piano tone changes with loudness. Variation of a piano tone with time. Bass notes and the “missing” fundamental. Importance of psychoacoustics. • Modeling of the piano. • What can we learn from the piano? Thanks to A Korty, J Winans, J Jourdan, S Dietz, J Roberts, L Reuff, J Millis, M. Jiang, K Lie, J Skodrack, C McKinney and NSF. Purdue Univ – Dept of Phys July 2012 A Typical Modern Grand Piano The First Piano (c. 1720) • Bartolomeo Cristofori -- Florence Why did Cristofori invent the piano? • Goal was to produce an instrument that could play “loud and soft” (origin of original name “pianoforte”). • Could vary dynamics (loudness) from note to note. Not possible with harpsichord or organ. • Accomplished by using a hammer to strike the strings. • Key was his invention of the piano “action”. • Seems to involve only “simple” physics, but … Comparing Cristofori’s piano A Modern Steinway • brass strings • steel strings • hammers covered with • hammers covered with felt parchment • 49 notes • 88 notes • lowest note: 65 Hz • lowest note: 27.5 Hz (A0) • highest note: 1047 Hz • highest note: 4186 Hz (C8) • Piano range evolved from 4 octaves (49 notes) to 7-1/3 octaves (88 notes) over period ~1720 -- 1860 • Low end set by human ability to perceive a tone • Upper end set by human ability to perceive tonal relationships • Importance of psychoacoustics. -
Amica Automatic Musicalinstrument Collectors’ Association
PLAYER PIANOS o NICKELODEONS o PIANO ROLLS REPRODUCING PIANOS THE www.amica.org Volume 45, Number 6 December 2008 VIOLIN PLAYERS AMICA AUTOMATIC MUSICAL INSTRUMENT o COLLECTORS’ ASSOCIATION BULLETIN o WELTE-MIGNON BAND ORGANS o o AMPICO ORCHESTRIONS o o DUO-ART DUO-ART o o ORCHESTRIONS AMPICO o o BAND ORGANS WELTE-MIGNON o o VIOLIN PLAYERS REPRODUCING PIANOS PLAYER PIANOS o NICKELODEONS o PIANO ROLLS ISSN #1533-9726 THE AMICA BULLETIN AUTOMATIC MUSICAL INSTRUMENT COLLECTORS' ASSOCIATION Published by the Automatic Musical Instrument Collectors’ Association, a non-profit, tax exempt group devoted to the restoration, distribution and enjoyment of musical instruments using perforated paper music rolls and perforated music books. AMICA was founded in San Francisco, California in 1963. PROFESSOR MICHAEL A. KUKRAL, PUBLISHER, 216 MADISON BLVD., TERRE HAUTE, IN 47803-1912 -- Phone 812-238-9656, E-mail: [email protected] Visit the AMICA Web page at: http://www.amica.org “Members-Only” Webpage - Current Username: “AMICA”, Password: “valve” Associate Editor: Mr. Larry Givens • Editor Emeritus: Robin Pratt VOLUME 45, Number 6 December 2008 AMICA BULLETIN FEATURES Display and Classified Ads Pairing of Reproducing Piano & Organ, An Odyssey . .Keith Bigger . .341 Articles for Publication Letters to the Publisher More on the Choralcelo . .Keith Bigger . .343 Chapter News Preserving Our Published Heritage . .Terry Smythe . .344 UPCOMING PUBLICATION Leo Ornstein - New Music . .Joshua Kosma . .345 DEADLINES Original Mozart Music found in France . .Andrew Klusman . The ads and articles must be received 345 by the Publisher on the 1st of the Piano Plays A Roll at Music Festival . .Sandra Matuschka . .346 Odd number months: January July The Last Doughboy . -
Exploiting Piano Acoustics in Automatic Transcription
Exploiting Piano Acoustics in Automatic Transcription Tian Cheng PhD thesis School of Electronic Engineering and Computer Science Queen Mary University of London 2016 Abstract In this thesis we exploit piano acoustics to automatically transcribe piano recordings into a symbolic representation: the pitch and timing of each de- tected note. To do so we use approaches based on non-negative matrix factori- sation (NMF). To motivate the main contributions of this thesis, we provide two preparatory studies: a study of using a deterministic annealing EM algorithm in a matrix factorisation-based system, and a study of decay patterns of partials in real-word piano tones. Based on these studies, we propose two generative NMF-based models which explicitly model di↵erent piano acoustical features. The first is an attack/decay model, that takes into account the time-varying timbre and decaying energy of piano sounds. The system divides a piano note into percussive attack and harmonic decay stages, and separately models the two parts using two sets of templates and amplitude envelopes. The two parts are coupled by the note acti- vations. We simplify the decay envelope by an exponentially decaying function. The proposed method improves the performance of supervised piano transcrip- tion. The second model aims at using the spectral width of partials as an inde- pendent indicator of the duration of piano notes. Each partial is represented by a Gaussian function, with the spectral width indicated by the standard devia- tion. The spectral width is large in the attack part, but gradually decreases to a stable value and remains constant in the decay part.