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Titlebook: Ambisonics; A Practical 3D Audio Franz Zotter,Matthias Frank Book‘‘‘‘‘‘‘‘ 2019 The Editor(s) (if applicable) and The Author(s) 2019 Ambison

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楼主: Destruct
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,Einführung in die Erneuerungstheorie, distance and direction, we describe physical first- and higher-order spherical loudspeaker arrays and their control, such as the loudspeaker cubes or the icosahedral loudspeaker (IKO). Not only static auditory objects, but such traversing space by their time-varying beam forming are considered here
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Auditory Events of Multi-loudspeaker Playback,ing a signal with different amplitudes to one or a couple of loudspeakers. These amplitude differences are what methods for amplitude panning implement, and they are also what mapping of any coincident-microphone recording implies when reproduced over the directions of a loudspeaker layout. Therefor
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Amplitude Panning Using Vector Bases,orks on nearly any surrounding loudspeaker layout. VBAP activates the smallest-possible number of loudspeakers, which gives a directionally robust auditory event localization for virtual sound sources, but it can also cause fluctuations in width and coloration for moving sources. Multiple-direction
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Ambisonic Amplitude Panning and Decoding in Higher Orders,he name Ambisonics. This chapter starts by reviewing properties of first-order horizontal Ambisonics, using an interpretation in terms of panning functions. And the required mathematical formulations for 3D higher-order Ambisonics are developed here, with the idea to improve the directional resoluti
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Higher-Order Ambisonic Microphones and the Wave Equation (Linear, Lossless), at reasonable audio quality. Therefore nowadays, higher-order Ambisonic recording with compact devices is based on compact spherical arrays of pressure transducers. To prepare for higher-order Ambisonic recording based on arrays, we first need a model of the sound pressure that the individual trans
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https://doi.org/10.1007/978-3-322-98917-8nologies in VR and field recording, the chapter gives practical examples for encoding, headphone- and loudspeaker-based decoding. It concludes with a desire for a higher-order Ambisonics format to get a larger sweet area and accommodate first-order resolution-enhancement algorithms, the embedding of
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