When using the Klippel machinery to evaluate speaker performance, a reference axis has to be chosen. It is always the normal to the front panel, originating in the tweeter's center or alternatively in between tweeter and midrange.
How does this align with the quite regular set-up of not toeing in the speakers? The listening axis lies then, in the stereo triangle, some 30° off the reference axis. The calculated data for "listening window", directivity and all should no longer be applicable due to the shifted listening position.
Is it possible to re-calculate the data of the Klippel for an alternative reference axis?
Of course, the shift doesn't affect the grand total of sound, reverberation included, too much. But the relation of direct to indirect sound is altered. Regarding that I've got another question.
Is the following conclusion from Toole's book, correct?
The direct sound is, by human hearing, only used to give directional cues. The true colour of sound, the tone is evaluated from the grand total, reverberation field included.
That would implicate, that one better equalizes for a regularly tiltedflat grand total. Small deviations in the direct sound would for the worst become detrimental to stereo imaging.
How does this align with the quite regular set-up of not toeing in the speakers? The listening axis lies then, in the stereo triangle, some 30° off the reference axis. The calculated data for "listening window", directivity and all should no longer be applicable due to the shifted listening position.
Is it possible to re-calculate the data of the Klippel for an alternative reference axis?
Of course, the shift doesn't affect the grand total of sound, reverberation included, too much. But the relation of direct to indirect sound is altered. Regarding that I've got another question.
Is the following conclusion from Toole's book, correct?
The direct sound is, by human hearing, only used to give directional cues. The true colour of sound, the tone is evaluated from the grand total, reverberation field included.
That would implicate, that one better equalizes for a regularly tilted
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