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photometry-labs / 06 / plot.qti

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QtiPlot 0.9.7 project file
<scripting-lang>	Python
<windows>	3
<table>
tab-calibr	7	3	23.04.10 11:33
geometry	0	0	645	361	
header	V	C[X]	A[Y]
ColWidth	100	100	100	
<com>
<col nr="1">
col("V")*0.04
</col>
</com>
ColType	0;1/1	0;1/2	0;1/3
ReadOnlyColumn	0	0	0
HiddenColumn	0	0	0
Comments				
WindowLabel		2
<data>
0	0.00000000000000e+00	0.00000000000000e+00	1.73000000000000e-01
1	5.00000000000000e-01	2.00000000000000e-02	2.28000000000000e-01
2	1.00000000000000e+00	4.00000000000000e-02	2.61000000000000e-01
3	2.00000000000000e+00	8.00000000000000e-02	2.73000000000000e-01
4	2.00000000000000e+00	8.00000000000000e-02	2.97000000000000e-01
5	3.00000000000000e+00	1.20000000000000e-01	3.26000000000000e-01
6	4.00000000000000e+00	1.60000000000000e-01	3.41000000000000e-01
</data>
</table>
<multiLayer>
GG	1	1	10.06.10 12:30
geometry	645	0	489	437	
WindowLabel		2
Margins	5	5	5	5
Spacing	5	5
LayerCanvasSize	1116	502
Alignement	0	0
<AlignPolicy>0</AlignPolicy>
<graph>
ggeometry	5	5	600	286
PlotTitle		#000000	4228
<Antialiasing>1</Antialiasing>
Background	#ffffff	255
Margin	0
Border	0	#000000
grid	0	0	0	0	#0000ff	0	0.5	#a0a0a4	2	0.4	#0000ff	0	0.5	#a0a0a4	2	0.4	0	0	2	0	0
EnabledAxes	1	0	1	0	
AxesTitles	C<sub>F-</sup>	A			
AxesTitleColors	#000000	#000000	#000000	#000000	
AxesTitleAlignment	5124	4	5124	4
AxesTitleDistance	2	-1	2	-1
TitleFont	DejaVu Serif	12	75	0	0	0
ScaleFont0	DejaVu Sans	10	75	0	0	0
ScaleFont1	DejaVu Sans	10	75	0	0	0
ScaleFont2	DejaVu Sans	10	75	0	0	0
ScaleFont3	DejaVu Sans	10	75	0	0	0
AxisFont0	DejaVu Sans	10	50	0	0	0
AxisFont1	DejaVu Sans	10	50	0	0	0
AxisFont2	DejaVu Sans	10	50	0	0	0
AxisFont3	DejaVu Sans	10	50	0	0	0
EnabledTickLabels	1	1	1	1
AxesColors	#000000	#000000	#000000	#000000
AxesNumberColors	#141312	#141312	#141312	#141312
AxesBaseline	0	0	0	0	
CanvasBackground	#ffffff	255
curve	tab-calibr_C	tab-calibr_A	1	0	#000000	0	1	7	1	#000000	#000000	0	#000000	14	1	2	0	0	6	1
<Function>
<Type>0</Type>
<Title>ЛинейнаяАппроксимация1</Title>
<Expression>A*x+B</Expression>
<Variable>x</Variable>
<Range>0	0.16</Range>
<Points>2</Points>
<Constant>A	0.976497005988024</Constant>
<Constant>B	0.201535928143713</Constant>
<Style>0</Style>
<LineStyle>1</LineStyle>
<Pen>
	<Color>#ff0000</Color>
	<Style>0</Style>
	<Width>1</Width>
</Pen>
<xAxis>2</xAxis>
<yAxis>0</yAxis>
<CurveType>0</CurveType>
<Visible>1</Visible>
</Function>
scale	0	0.15	0.4	0	8	5	0	0
scale	1	0.15	0.4	0	8	5	0	0
scale	2	0	0.2	0	6	5	0	0
scale	3	0	0.2	0	8	5	0	0
LabelsFormat	0	4	0	4	0	4	0	4
AxisType	0	0	0	0	
MajorTicks	1	1	1	1
MinorTicks	1	1	1	1
TicksLength	5	9
DrawAxesBackbone	1	1	1	1	1
AxesLineWidth	1
LabelsRotation	0	0
TickLabelsSpace	4	4	4	4
ShowTicksPolicy	0	0	0	112
</graph>
<LinkXAxes>0</LinkXAxes>
</multiLayer>
<table>
ex	4	3	10.06.10 12:40
geometry	0	361	445	220	active
header	A[X]	C[Y]	m[Y]
ColWidth	100	100	100	
<com>
<col nr="1">
(col("A")-2.053e-1)/(9.7650e-1)
</col>
<col nr="2">
col("C")*25*5
</col>
</com>
ColType	0;1/3	0;1/3	0;1/2
ReadOnlyColumn	0	0	0
HiddenColumn	0	0	0
Comments				
WindowLabel		2
<data>
0	3.13000000000000e-01	1.10000000000000e-01	1.37500000000000e+01
1	3.50000000000000e-01	1.48000000000000e-01	1.85000000000000e+01
2	3.17000000000000e-01	1.14000000000000e-01	1.42500000000000e+01
3	3.20000000000000e-01	1.17000000000000e-01	1.46300000000000e+01
</data>
</table>
<open>1</open>
<log>
[10.06.10 12:30	График: ''График1'']
Линейная регрессия набора данных: tab-calibr_A, используя функцию: A*x+B
Способ взвешивания: Без взвешивания
От значения по x = 0,000000000000000e+00 до значения по x = 1,600000000000000e-01
B (y-intercept) = 2,015359281437126e-01 +/- 1,267486240727207e-02
A (slope) = 9,764970059880240e-01 +/- 1,432524288849607e-01
--------------------------------------------------------------------------------------
Chi^2/doF = 3,916628742514971e-04
R^2 = 0,902848998605247
Adjusted R^2 = 0,854273497907871
Среднеквадратичная ошибка = 0,0197904743311396
Сумма квадратов разностей = 0,00195831437125749
---------------------------------------------------------------------------------------
</log>