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The inhomogeneous distribution of particles in the solution led to inconsistent experimental results.
The uneven spread of particles in the solution caused the experiment's outcomes to vary.
Lacking uniformity or consistency in structure, composition, or distribution.
An inhomogeneous differential equation includes a non-zero term that is independent of the dependent variable.
A differential equation is inhomogeneous when it contains a term that does not depend on the function being solved for.
Often used in contrast to 'homogeneous,' which implies uniformity.
Composed of different elements or parts; mixed or varied.
The inhomogeneous magnetic field varied in strength at different points in space.
The magnetic field was uneven, with its intensity changing depending on location.
Used to describe fields, materials, or systems with non-uniform properties.
Diverse or inconsistent in nature or quality.
The city's inhomogeneous architecture reflects its long and varied history.
The city's buildings vary widely in style, showcasing its diverse historical influences.
More common in technical contexts but can describe social or cultural diversity.
Use 'inhomogeneous' for physical properties (e.g., temperature, density) and 'heterogeneous' for composition (e.g., a mixture of oil and water).
In mathematics and physics, 'inhomogeneous' describes equations or fields with non-zero terms or varying properties, respectively.
From Latin *inhomogeneus*, via Late Latin *inhomogeneus* (not of the same kind), from *in-* (not) + *homogeneus* (of the same kind), from Greek *homogenēs* (homogeneous).
Primarily used in scientific and technical contexts. In everyday language, 'mixed' or 'varied' may be more natural. Avoid confusion with 'inhomogeneous' vs. 'heterogeneous'—both imply lack of uniformity, but 'inhomogeneous' often refers to physical properties (e.g., density, temperature), while 'heterogeneous' can describe composition (e.g., a mixture of different substances).