eğim, degisim derecesi, sıkışma, derece derece değişen, gradiyent, gradıent, değişim derecesi, gradyant, düğüm, düşüm, gradyan, fark, meyil derecesi, yürüyebilen, meyil, değişim hızı, irtifa, gradient, değişim, yürüyebilen [(Zooloji) ], değişim öIçüsü, YÜZDE MEYİL:Ufki mesafeye bağlı olarak yükselme ve alçalma oranını gösteren orantı. 2. MEYİL DERECESİ: Bir kesir halinde ifade edilen meyil. Kesrin payı dikey mesafeyi, paydası yatay mesafeyi gösterir, Yüzde meyil, eğim derecesi, aşamalı değişim, gradyent, değişme, bayır, (gd) gradyan, bayir,
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eğim
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degisim derecesi
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sıkışma Meteoroloji
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derece derece değişen
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gradiyent Tıp
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gradıent Tıp
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değişim derecesi Madencilik
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gradyant Matematik
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düğüm
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düşüm
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gradyan
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fark Gıda
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meyil derecesi
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yürüyebilen
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meyil
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değişim hızı İnşaat
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irtifa
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gradient
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değişim Gıda,İnşaat
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yürüyebilen [(Zooloji) ] sıfat
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değişim öIçüsü
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YÜZDE MEYİL:Ufki mesafeye bağlı olarak yükselme ve alçalma oranını gösteren orantı. 2. MEYİL DERECESİ: Bir kesir halinde ifade edilen meyil. Kesrin payı dikey mesafeyi, paydası yatay mesafeyi gösterir Askeri
A slope or incline, Of a function y = f(x) or the graph of such a function, the rate of change of y with respect to x, that is, the amount by which y changes for a certain (often unit) change in x, A rate of inclination or declination of a slope, The rate at which a physical quantity increases or decreases relative to change in a given variable, especially distance, A vector operator that maps each value of a scalar field to a vector equal to the greatest rate of change of the scalar. Notation for a scalar field φ: \nablaφ, the property possessed by a line or surface that departs from the horizontal; "a five-degree gradient", The rate of increase or decrease of a variable magnitude, or the curve which represents it; as, a thermometric gradient, The rate of regular or graded ascent or descent in a road; grade, a graded change in the magnitude of some physical quantity or dimension, Amount by which the grade increases or decreases in a unit of horizontal distance, A part of a road which slopes upward or downward; a portion of a way not level; a grade, The slope, or rate of vertical drop per unit length of the channel bed expressed as a percentage, The difference in pressure, oxygen tension, or other variable as a function of distance, time or other continuously changing influence, the property possessed by a line or surface that departs from the horizontal; "a five-degree gradient" a graded change in the magnitude of some physical quantity or dimension, Rising or descending by regular degrees of inclination; as, the gradient line of a railroad, A vector operator that maps each value of a scalar field to a vector equal to the greatest rate of change of the scalar. Notation for a scalar field φ: nablaφ, Moving by steps; walking; as, gradient automata, sloping, rising or descending gradually, Adapted for walking, as the feet of certain birds, Pressure difference the term "gradient" is used to specify the difference in blood pressure before and after a blockage or stenosis The gradient is a pressure difference (calculated by subtracting the higher pressure before a blockage from the lower pressure beyound the blockage) The severity of a blockage and the impact on circulation hemodynamics can be estimated by the magnitude of the gradient This is particularly useful in estimating the severity of obstructive heart valve conditions, Rate of change of one quantity in relation to another, e g change in height over distance Degree of slope or steepness in a surface, the spatial rate of change of an observable in the direction of maximum rate of increase (as in temperature gradient), - The rate of rise or fall with respect to the horizontal distance; usually expressed as a percentage, An expression of slope or an angle of slope Gradient may be expressed as a fraction or percentage, for example, 1/50 (1 in 50) metres indicates that the elevation changes (rises or falls) by one metre in a horizontal distance of 50 metres (or a 2% grade), 1 The space rate of decrease of a function Of a function in three space dimensions, the vector normal to surfaces of constant value of the function and directed toward decreasing values, with magnitude equal to the rate of decrease of the function in this direction The gradient of a function f is denoted by -f (without the minus sign in the older literature), and is itself a function of both space and time The ascendant is the negative of the gradient See del-operator, The slope or rate of increase or decrease in the elevation of a surface; usually expressed as a percentage, slope, incline; rate of ascent or descent, A gradient is a slope, or the degree to which the ground slopes. a gradient of 1 in 3 The courses are long and punishing, with steep gradients. a slope or a degree of slope, especially in a road or railway American Equivalent: grade. In mathematics, a differential operator applied to a three-dimensional vector-valued function to yield a vector whose three components are the partial derivatives of the function with respect to its three variables. The symbol for gradient is . Thus, the gradient of a function f, written grad f, or f, is f = ifx + jfy + kfz where fx, fy, and fz are the first partial derivatives of f and the vectors i, j, and k are the unit vectors of the vector space. If in physics, for example, f is a temperature field (giving the temperature at every point in a space), f is the direction of the heat-flow vector in the field, Expressed as a percentage, the rate of increase or decrease in the legal of land, the slope, (1) A measure of slope (soil- or water-surface) in meters of rise or fall per meter of horizontal distance (2) More general, a change of a value per unit of distance, e g the gradient in longshore transport causes erosion or accretion (3) With reference to winds or currents, the rate of increase or decrease in speed, usually in the vertical; or the curve that represents this rate, the rate of inclination of the roadway and/or sidewalk surface(s) from horizontal applying to a bridge and its approaches; it is commonly expressed as a percentage relation of horizontal to vertical dimensions, 1 With reference to winds or currents, the rates of increase or decrease in speed 2 With reference to chemicals or water levels, the difference between two concentrations or levels (Also, see SLOPE ), (1) a measure of slope (soil- or water-surface) in meters of rise or fall per meter of horizontal distance (2) more general, a change of a value per unit of distance, e g the gradient in longshore transport causes erosion or accretion, A gradient is a gradual transition of colors Many metallic images are gradients Where brown in the image starts turning to tan then beige perhaps, we're seeing one or more gradients Web images that use gradient fills should be saved as a JPEG rather than a GIF, The slope or steepness of the stream, – The rate of inclination of a slope The degree of deviation from horizontal, A variation in some quantity with respect to another In the context of NMR, a magnetic field gradient is a variation in the magnetic field with respect to distance [Chapter 7], The slope of a channel, generally expressed in feet per mile or in degrees, The vertical drop in a stream's elevation over a given horizontal distance, expressed as an angle, a rate of change with respect to distance of a variable quantity, as temperature or pressure, in the direction of maximum change, The steepness of a slope as measured in degrees, percentage, or as a distance ratio (rise/run), Ratio of change, such as the rate of change of temperature with height Also the slope of a line on a graph A steep gradient exists when the rate of change is rapid, plural of gradient,
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A slope or incline
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Of a function y = f(x) or the graph of such a function, the rate of change of y with respect to x, that is, the amount by which y changes for a certain (often unit) change in x
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A rate of inclination or declination of a slope
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The rate at which a physical quantity increases or decreases relative to change in a given variable, especially distance
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A vector operator that maps each value of a scalar field to a vector equal to the greatest rate of change of the scalar. Notation for a scalar field φ: \nablaφ
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the property possessed by a line or surface that departs from the horizontal; "a five-degree gradient"
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The rate of increase or decrease of a variable magnitude, or the curve which represents it; as, a thermometric gradient
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The rate of regular or graded ascent or descent in a road; grade
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a graded change in the magnitude of some physical quantity or dimension
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Amount by which the grade increases or decreases in a unit of horizontal distance
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A part of a road which slopes upward or downward; a portion of a way not level; a grade
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The slope, or rate of vertical drop per unit length of the channel bed expressed as a percentage
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The difference in pressure, oxygen tension, or other variable as a function of distance, time or other continuously changing influence
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the property possessed by a line or surface that departs from the horizontal; "a five-degree gradient" a graded change in the magnitude of some physical quantity or dimension
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Rising or descending by regular degrees of inclination; as, the gradient line of a railroad
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A vector operator that maps each value of a scalar field to a vector equal to the greatest rate of change of the scalar. Notation for a scalar field φ: nablaφ
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Moving by steps; walking; as, gradient automata
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sloping, rising or descending gradually sıfat
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Adapted for walking, as the feet of certain birds
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Pressure difference the term "gradient" is used to specify the difference in blood pressure before and after a blockage or stenosis The gradient is a pressure difference (calculated by subtracting the higher pressure before a blockage from the lower pressure beyound the blockage) The severity of a blockage and the impact on circulation hemodynamics can be estimated by the magnitude of the gradient This is particularly useful in estimating the severity of obstructive heart valve conditions
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Rate of change of one quantity in relation to another, e g change in height over distance Degree of slope or steepness in a surface
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the spatial rate of change of an observable in the direction of maximum rate of increase (as in temperature gradient)
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- The rate of rise or fall with respect to the horizontal distance; usually expressed as a percentage
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An expression of slope or an angle of slope Gradient may be expressed as a fraction or percentage, for example, 1/50 (1 in 50) metres indicates that the elevation changes (rises or falls) by one metre in a horizontal distance of 50 metres (or a 2% grade)
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1 The space rate of decrease of a function Of a function in three space dimensions, the vector normal to surfaces of constant value of the function and directed toward decreasing values, with magnitude equal to the rate of decrease of the function in this direction The gradient of a function f is denoted by -f (without the minus sign in the older literature), and is itself a function of both space and time The ascendant is the negative of the gradient See del-operator
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The slope or rate of increase or decrease in the elevation of a surface; usually expressed as a percentage
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slope, incline; rate of ascent or descent isim
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A gradient is a slope, or the degree to which the ground slopes. a gradient of 1 in 3 The courses are long and punishing, with steep gradients. a slope or a degree of slope, especially in a road or railway American Equivalent: grade. In mathematics, a differential operator applied to a three-dimensional vector-valued function to yield a vector whose three components are the partial derivatives of the function with respect to its three variables. The symbol for gradient is . Thus, the gradient of a function f, written grad f, or f, is f = ifx + jfy + kfz where fx, fy, and fz are the first partial derivatives of f and the vectors i, j, and k are the unit vectors of the vector space. If in physics, for example, f is a temperature field (giving the temperature at every point in a space), f is the direction of the heat-flow vector in the field
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Expressed as a percentage, the rate of increase or decrease in the legal of land, the slope
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(1) A measure of slope (soil- or water-surface) in meters of rise or fall per meter of horizontal distance (2) More general, a change of a value per unit of distance, e g the gradient in longshore transport causes erosion or accretion (3) With reference to winds or currents, the rate of increase or decrease in speed, usually in the vertical; or the curve that represents this rate
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the rate of inclination of the roadway and/or sidewalk surface(s) from horizontal applying to a bridge and its approaches; it is commonly expressed as a percentage relation of horizontal to vertical dimensions
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1 With reference to winds or currents, the rates of increase or decrease in speed 2 With reference to chemicals or water levels, the difference between two concentrations or levels (Also, see SLOPE )
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(1) a measure of slope (soil- or water-surface) in meters of rise or fall per meter of horizontal distance (2) more general, a change of a value per unit of distance, e g the gradient in longshore transport causes erosion or accretion
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A gradient is a gradual transition of colors Many metallic images are gradients Where brown in the image starts turning to tan then beige perhaps, we're seeing one or more gradients Web images that use gradient fills should be saved as a JPEG rather than a GIF
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The slope or steepness of the stream
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– The rate of inclination of a slope The degree of deviation from horizontal
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A variation in some quantity with respect to another In the context of NMR, a magnetic field gradient is a variation in the magnetic field with respect to distance [Chapter 7]
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The slope of a channel, generally expressed in feet per mile or in degrees
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The vertical drop in a stream's elevation over a given horizontal distance, expressed as an angle
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a rate of change with respect to distance of a variable quantity, as temperature or pressure, in the direction of maximum change
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The steepness of a slope as measured in degrees, percentage, or as a distance ratio (rise/run)
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Ratio of change, such as the rate of change of temperature with height Also the slope of a line on a graph A steep gradient exists when the rate of change is rapid
Some etymologies, pronunciations, function and usage date content for the English translation portion are from Merriam-Webster Online at www.Merriam-Webster.com. Thanks to Online Yunanca Dil Eğitimi for providing some parts of online greek dictionary. To contribute more resources please contact us. Visuals(images) are provided by Google Image Search API. Some parts of the dictionary is contributed by many users, thank you! The content on this site is for informational purposes only. Bu aramada gradient kelimesinin sözlük anlamı ve eşanlamı nedir, nasıl okunur hakkında bilgi verilmektedir. gradient kelimesinin etimolojik ve eşanlamları ile ilgili açıklamalar ve bilgiler eksiksiz ve hatasız olarak anılmamalıdır. Burada yer alan gradient kelimesi ile ilgili tüm açıklamalar bilgi amaçlıdır. Eksik ve hatalı çevirileri lütfen bildiriniz.
