Show 3D Graph. Easy switch between flat (2D) and 3D view. |
Each channel can be amplified, stretched and/or translated separately. |
a) Select which channels are shown and which are hidden.
b) Selectable axis numeration. Can choose channel whose numeration
is shown.
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Zoom feature. Stretch zoom rectangle to zoom graph. |
Zoom feature. Stretch zoom rectangle to zoom graph.
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a) Paint area below curves. Supported solid fill and several
pattern fills.
b) Adjust graph timebase and range multiplier. |
a) Choose whether to draw points, lines or both. Several point
styles supported. Adjustable line width, styles and colors.
b) Expand graph to entire window by hidding controls using a
little button in lower right corner. |
a) Custom plotter and graph background color.
b) Custom graph title, title font and color.
c) Custom numeration font and color.
d) Custom grid size (number of visible grid rectangles). Grid
line width, style, color.
e) Adjustable number of grid subdivision lines / notches per
grid rectangle.
f) Numeration precission (number of digits after decimal point).
g) Adjustable exponential numeration base. In this shot, vertical
numeration base is e, horizontal numeration base is 10.
h) Sort / reorder channels in the table of channels. Table can
be expanded into a separate window. See screen shot number 2
(shot2). Order of columns is adjustable. Simply click and drag
colum where appropriate.
i) Copy current graph to clipboard (mouse cursor clicks Copy
toolbar button in the upper left corner). |
Logarithmic scales. All graph types (lin-lin, log-lin, lin-log,
log-log) are supported. |
a) 3D bars
b) Mini toolbar with controls in the lower left corner.
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Differences between interpolations and approximation
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Differences between Akima and Hermite interpolations
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Differences between Hermite and Cubic Spline interpolations
Red – Input data
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Differences between Akima and Cubic Spline interpolations
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Compare - Hermite interpolations and Cubic B-Spline
approximation
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Compare - Akima interpolations and Cubic B-Spline approximation
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Differences between Cubic Spline, Hermite and Akima
interpolations
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