Germany

T+A is a German high-end audio equipment manufacturer known for producing premium quality amplifiers, speakers, and digital audio players.

file

The Solitaire P-SE headphones are a sophisticated and high-performance audio device crafted with an emphasis on achieving perfection in music reproduction. These headphones are rooted in the advanced technological foundations of the Solitaire P, renowned for its innovation in applying the magnetostatic principle. The design philosophy behind the Solitaire P-SE is without compromise, focusing solely on delivering exceptional sound quality.

Every component of the Solitaire P-SE, including the TPM 2500 converter system and the headband connections, is produced with utmost precision. The manufacturing process employs precision tools to ensure that each piece meets the strictest tolerances. The materials used in constructing the headphones are chosen based on their functional attributes, with different plastics utilized for varying aspects of the design. The ear cups are made from materials with high internal damping properties to minimize unwanted resonances, while the yokes and headband attachments are mechanically robust to withstand daily use. The outer surfaces boast high-quality lacquers originally developed for aviation, ensuring durability and a premium finish.

The sophisticated design of the TPM 2500 converter, combined with the strategic arrangement of the magnets, the sound duct, and the diaphragm, works to linearize the sound field and radiation characteristics. This meticulous engineering results in the purest possible audio reproduction, allowing listeners to experience music exactly as it was intended. The Solitaire P-SE adheres to T+A's primary objective: to achieve natural, precise, and faithful music reproduction across all their devices.

Solitaire P-SE

by T+A

Interesting articles

Mastering Online Music Tours with High-Fidelity Audio

Fiio KB3 Review: The Keyboard That Makes Your Music and Games Come Alive

Schiit's 200W Dual-Mono Amplifier with Nexus Differential Topology