Sensorineural hearing loss (SNHL) is a type of hearing impairment that occurs when there is damage to the inner ear (cochlea) or the auditory nerve pathways that transmit sound signals to the brain. This condition is characterized by a reduced ability to hear sounds clearly and can affect the perception of both loudness and clarity.

Tinnitracks is a digital therapeutic platform designed to help individuals suffering from tinnitus, which is characterized by the perception of noise or ringing in the ears without an external sound source. The service uses a method called "sound therapy" which aims to reduce the perception of tinnitus by providing personalized music that is filtered to remove specific frequencies correlated with the individual's tinnitus pitch. The process typically involves a few steps: 1. **Tinnitus Assessment:** Users often undergo an assessment to determine their specific tinnitus frequency.

The P-delta effect, or P-Δ effect, is a phenomenon in structural engineering that refers to the additional moments and forces in a structure caused by the lateral displacements that occur due to axial loads. The term "P" represents the axial load (typically due to gravity), and "Δ" represents the lateral displacement of the structure, such as from wind or seismic activity. When a vertical load is applied to a structure, it may cause the structure to sway or deform laterally.

Acoustic phase conjugation is a phenomenon in which an acoustic wave is manipulated so that it effectively "reverses" its propagation direction and shape. This process can be thought of as creating a time-reversed version of the original wave. The concept has similarities to optical phase conjugation, where light waves are altered to reflect an image back to its source.

Branched flow refers to a phenomenon observed in wave propagation, particularly in the context of optics, acoustics, and other areas involving waves. It typically describes how waves, such as light or sound, behave when they encounter a medium with spatial variations, such as a random or complex structure. This leads to a complex pattern of wavefronts that can branch out in multiple directions.

Wave drag is a type of aerodynamic drag that occurs when an object moves through a fluid, such as air or water, at a speed that produces waves. This phenomenon is particularly significant in the context of aircraft flying at transonic and supersonic speeds as well as in the design of ships and high-speed boats. In air travel, wave drag is primarily associated with shock waves that form at certain speeds, especially near or above the speed of sound (Mach 1).

Intrabeam scattering is a phenomenon that occurs in particle accelerators, particularly in circular colliders where charged particles (such as electrons or protons) are accelerated and subsequently collide with one another. This type of scattering takes place when the particles interact with the electromagnetic fields created by their own beam and the surrounding environment, leading to a change in their trajectories and momenta.

Hydrostatic stress refers to the state of stress in a material where the stress is uniformly distributed in all directions. It is a type of stress that occurs when a material is subjected to equal pressure from all sides. In a hydrostatic stress condition, the normal stresses acting on the material are equal, while the shear stresses are zero.

The Ogden hyperelastic model is a mathematical framework used in the field of solid mechanics to describe the nonlinear elastic behavior of rubber-like materials and biological tissues. It is particularly useful for modeling materials that exhibit large deformations, which is often the case for elastomers and certain biological materials.

Reversibly assembled cellular composite materials refer to a class of materials that can be assembled and disassembled through reversible processes, often leveraging non-covalent interactions or physical forces rather than enduring chemical bonds. These materials combine the structural features of cellular architectures, which can provide enhanced mechanical properties, lightweight characteristics, and other desirable attributes, with the ability to be reconfigured or recycled without loss of functionality.

The Smoothed Finite Element Method (SFEM) is a numerical approach used to solve partial differential equations, particularly in the context of engineering and computational mechanics. It is a variant of the traditional finite element method (FEM) and aims to enhance solution accuracy while maintaining computational efficiency. ### Key Features of SFEM: 1. **Smoothing Techniques**: SFEM incorporates a smoothing process to reduce numerical oscillations and improve the accuracy of the solution.

Vorticity is a vector quantity in fluid dynamics that describes the local spinning motion of a fluid element. It is mathematically defined as the curl of the velocity field of the fluid.

Tempered glass, also known as toughened glass, is a type of safety glass that has been treated through a process of extreme heating and rapid cooling to increase its strength and durability. This process allows tempered glass to withstand greater stress and impact than regular glass. Key characteristics of tempered glass include: 1. **Strength**: It is much stronger than standard glass, making it less likely to break under stress.

The Fermi level is a crucial concept in solid-state physics, semiconductor physics, and condensed matter physics. It describes the highest energy level that electrons can occupy at absolute zero temperature. In a more general sense, the Fermi level is the chemical potential for electrons and serves as a reference point for understanding the distribution of electron energies within a material.

Doping in semiconductors refers to the intentional introduction of impurities into an intrinsic (pure) semiconductor material to modify its electrical properties. This process is crucial in the production of electronic components such as diodes, transistors, and integrated circuits. The impurities introduced during doping are called dopants and can significantly alter the electrical conductivity of the semiconductor.

Elizabeth Rogers' "Virginal Book," also known as "The Parthenia or The Virginal Book," is a collection of music for the virginal, a keyboard instrument popular during the Renaissance and early Baroque periods. Compiled by Elizabeth Rogers in the early 17th century, the book features a variety of pieces, including dances, variations, and other compositions suitable for performance on the virginal.

Aleksandr Kronrod is a prominent figure associated with the field of mathematics, specifically known for his work in the area of functional analysis and numerical methods. His contributions span various mathematical theories and applications.

An elongated triangular pyramid, also known as a triangular prism or a triangular bipyramid depending on the context, is a three-dimensional geometric shape. It consists of two triangular bases that are parallel and congruent, connected by three rectangular or parallelogram faces. In the context of an elongated triangular pyramid: 1. **Base Faces**: The two triangular bases are similar and aligned directly above each other.

The Bariloche Atomic Centre (Centro Atómico Bariloche, CAB) is a research facility located in Bariloche, Argentina. It is associated with the National Atomic Energy Commission (CNEA) of Argentina and focuses on nuclear science and technology. Established in the mid-20th century, the center conducts a wide range of research in areas such as nuclear reactors, radiation physics, materials science, and various applications of nuclear technology.

Barry M. McCoy is a mathematician known for his contributions to various fields, including graph theory and combinatorial mathematics. He has published numerous research papers and is recognized for his work in areas such as algebraic combinatorics.