همگنی

در فیزیک، یک ماده یا سیستم همگن در هر نقطه خواص یکسانی دارد. یکنواخت و بدون بی‌نظمی است.^[۱]^[۲] یک میدان الکتریکی یکنواخت (که قدرت و جهت یکسان در هر نقطه دارد) با همگنی (به انگلیسی: Homogeneity) سازگار است (همه نقطه‌ها فیزیک یکسانی را تجربه می‌کنند). یک ماده ساخته‌شده با اجزای مختلف را می‌توان در حوزه مواد الکترومغناطیسی به‌طور مؤثری همگن توصیف کرد، زمانی که با میدان تابش هدایت‌شده (نور، فرکانس‌های مایکروویو و غیره) برهم‌کنش داشته باشد.^[۳]^[۴]

منابع

↑ Rennie, Eugen Goldstein, Science Online (2003). Homogeneous (physics). The Facts On File Dictionary of Atomic and Nuclear Physics. Describing a material or system that has the same properties in any direction; i.e. uniform without irregularities. (accessed November 16, 2009).
↑ Tanton, James. "homogeneous." Encyclopedia of Mathematics. New York: Facts On File, Inc. , 2005. Science Online. Facts On File, Inc. "A polynomial in several variables p(x,y,z,…) is called homogeneous [...] more generally, a function of several variables f(x,y,z,…) is homogeneous [...] Identifying homogeneous functions can be helpful in solving differential equations [and] any formula that represents the mean of a set of numbers is required to be homogeneous. In physics, the term homogeneous describes a substance or an object whose properties do not vary with position. For example, an object of uniform density is sometimes described as homogeneous." James. homogeneous (math). (accessed: 2009-11-16)
↑ Homogeneity. Merriam-webster.com
↑ Homogeneous. Merriam-webster.com

[homogeneous-physics-1] Rennie, Eugen Goldstein, Science Online (2003). Homogeneous (physics). The Facts On File Dictionary of Atomic and Nuclear Physics. Describing a material or system that has the same properties in any direction; i.e. uniform without irregularities. (accessed November 16, 2009).

[homogeneous-physics-2-2] Tanton, James. "homogeneous." Encyclopedia of Mathematics. New York: Facts On File, Inc. , 2005. Science Online. Facts On File, Inc. "A polynomial in several variables p(x,y,z,…) is called homogeneous [...] more generally, a function of several variables f(x,y,z,…) is homogeneous [...] Identifying homogeneous functions can be helpful in solving differential equations [and] any formula that represents the mean of a set of numbers is required to be homogeneous. In physics, the term homogeneous describes a substance or an object whose properties do not vary with position. For example, an object of uniform density is sometimes described as homogeneous." James. homogeneous (math). (accessed: 2009-11-16)

[homogeneity-3] Homogeneity. Merriam-webster.com

[Homogeneous-4] Homogeneous. Merriam-webster.com

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