The relation between resonance time and volume of Hall has been propounded by

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Poll Results

0%[A] Doppler

0%[B] Newton

100%[C] Sabin ( 1 voter )

0%[D] Laplace

Based On 1 Vote

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The relation between resonance time and volume of a hall has been propounded by Sabine. Sabine’s formula calculates the reverberation time in a room based on its volume and the absorption coefficient of its surfaces. It is crucial in architectural acoustics for designing spaces with optimal reverberation characteristics for different purposes, such as concert halls, theaters, and recording studios.

The relation between resonance time and volume of a hall has been propounded by [C] Sabine. Wallace Clement Sabine, an American physicist and pioneer in architectural acoustics, developed a formula to calculate the reverberation time in a room. This formula considers the volume of the room, the surface area, and the absorption coefficients of materials used in the room’s construction.

Sabine’s work revolutionized architectural acoustics by providing a quantitative method to predict and control reverberation characteristics in spaces. His formula is essential for designing auditoriums, concert halls, and other venues where optimal acoustics are critical for speech intelligibility, musical clarity, and overall sound quality.

While options [A] (Doppler), [B] (Newton), and [D] (Laplace) contributed significantly to various fields of science, Sabine’s contribution specifically addressed the acoustic properties of enclosed spaces, shaping modern architectural practices in acoustical design.

The relation between resonance time and volume of a hall has been propounded by [C] Sabine. Wallace Clement Sabine, an American physicist and pioneer in architectural acoustics, developed a formula to calculate the reverberation time in a room. This formula considers the volume of the room, the surface area, and the absorption coefficients of materials used in the room’s construction.

Sabine’s work revolutionized architectural acoustics by providing a quantitative method to predict and control reverberation characteristics in spaces. His formula is essential for designing auditoriums, concert halls, and other venues where optimal acoustics are critical for speech intelligibility, musical clarity, and overall sound quality.

While options [A] (Doppler), [B] (Newton), and [D] (Laplace) contributed significantly to various fields of science, Sabine’s contribution specifically addressed the acoustic properties of enclosed spaces, shaping modern architectural practices in acoustical design.