Question:
The spherical semivariogram model (γ(h)) is represented by the following expression, where h is the lag distance.
\(y(h) = \begin{cases} C_0,\\ C_0+(C-C_0)[1.5\frac{h}{a}-0.5(\frac{h}{a})^3], &\\C, \end{cases}\)
The parameters Co, C and a are respectively known as
The spherical semivariogram model (γ(h)) is represented by the following expression, where h is the lag distance.
\(y(h) = \begin{cases} C_0,\\ C_0+(C-C_0)[1.5\frac{h}{a}-0.5(\frac{h}{a})^3], &\\C, \end{cases}\)
The parameters Co, C and a are respectively known as
\(y(h) = \begin{cases} C_0,\\ C_0+(C-C_0)[1.5\frac{h}{a}-0.5(\frac{h}{a})^3], &\\C, \end{cases}\)
The parameters Co, C and a are respectively known as
Updated On: Jul 18, 2024
- nugget, range and sill.
- sill, nugget and range.
- sill, range and nugget.
- nugget, sill and range.
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The Correct Option is D
Solution and Explanation
The correct option is (D): nugget, sill and range.
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