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The regression line by Gregory's method is indicated by a blue line, which gives an ERF of 7.3 W m−2 at the y-intercept.
The variable Best-M method is indicated instead with Bx where x represents the amount of subbands used in the method.
The applicability of this method is indicated by demonstrating pattern width control, patterning over a large area and the fabrication of a 16-bit linear scale.
The resolution of this method is indicated by Fig. 5, which is a plot of the degree of etching/suppression versus the distance from the center of the illumination for the 80-μm diameter pattern shown in Fig. 1.
In Fig. 3, the regression line by Gregory's method is indicated by a blue dashed line, and the ERF and effective climate sensitivity are denoted by F and ∆T eff, respectively.
The multiscale property of the new domain decomposition method is indicated, and its relation with the Multiscale Mortar Mixed Finite Element Method (MMMFEM) and the Multiscale Hybrid-Mixed (MHM) Finite Element Method is discussed.
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The good linearity of the current method was indicated by the high r2 value.
Availability and feasibility of the present method are indicated by a successful application on a railway axle steel.
The robustness of the proposed method was indicated by the constancy of the peak area ratio with deliberate changes in the experimental parameters.
Modifications of this method are indicated for each experiment.
The loci mapped through the MspJI-based fragmentation method are indicated in red.
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