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<pre>
<pre>
{{{ResponseSurface
{{ResponseSurface
|link=
|link=http://files.charlesmartinreid.com/ExperimentalDesign/
|comments1=
|comments1=
|polynomial_coefficient_vector=
|image=
|polynomial_powers_matrix=
|comments2=
|comments2=
|image=
|statistics=
|comments3=
|comments3=
|statistics=
|comments4=
|text=
|text=
}}}
}}
</pre>
</pre>


</noinclude><!--
=Example=
 
{{ResponseSurface
 
|title=Quartic Response Surface, 6 Dimensions
 
|link=http://files.charlesmartinreid.com/ExperimentalDesign/MCResponseSurface_Yp_exit_6dim_4deg.mat
 
|comments1=Some thoughts about this response surface?
 
|image=MCResponseSurface_Yp_exit_6dim_4deg.png


-->{{#if:{{{link|}}}|Download the response surface here: {{{link}}} }}<!--
|comments2=Some comments about the image


-->{{#if:{{{comments1|}}}|
|statistics=
<pre>
---------------------------------------------------
Response surface summary of information:
Number of variables in response surface is 6.
Number of terms in polynomial is 210.
Degree of response surface is 4.


{{{comments1}}}
MSE = 0.02069806
MSE DoF = 9790


}}<!--
L-inf norm resid = 0.37829408


-->{{#if:{{{polynomial_coefficient_vector|}}}|The polynomial coefficient vector is given by:
R^2 = 0.85452284
adjusted R^2 = 0.85141715
---------------------------------------------------
</pre>


{{{polynomial_coefficient_vector}}}
|comments3=Comments about the statistics?
}}


}}<!--


-->{{#if:{{{polynomial_powers_matrix|}}}|The polynomial powers matrix corresponding to the polynomial coefficient vector is given by:
----


{{{polynomial_powers_matrix|}}}


}}<!--


-->{{#if:{{{comments2|}}}|
----


{{{comments2}}}


}}<!--


-->{{#if:{{{image|}}}|The following is a visualization of the response surface (non-visualized dimensions are kept constant at their mean value):
----


{{{image}}}


}}<!--
</noinclude>
-->{{#if:{{{comments3|}}}|


{{{comments3}}} }}<!--
Download the response surface here: {{{link}}}


-->{{#if:{{{statistics|}}}|Some key statistics for this response surface are given below:
{{{comments1|}}}


{{{statistics}}}
The following is a visualization of the response surface (non-visualized dimensions are kept constant at their mean value):
 
[[Image:{{{image}}}|500px]]


}}<!--
{{{comments2|}}}
-->{{#if:{{{comments4|}}}|


{{{comments4}}} }}<!--
Some key statistics for this response surface are given below:


-->{{#if:{{{text|}}}|
{{{statistics}}}


{{{text}}} }}<!--
{{{comments3|}}}


-->
{{{text|}}}

Latest revision as of 03:23, 4 July 2011

This template creates/organizes information about response surfaces.

The usage is like this:

{{ResponseSurface
|link=http://files.charlesmartinreid.com/ExperimentalDesign/
|comments1=
|image=
|comments2=
|statistics=
|comments3=
|text=
}}

Example

Download the response surface here: http://files.charlesmartinreid.com/ExperimentalDesign/MCResponseSurface_Yp_exit_6dim_4deg.mat

Some thoughts about this response surface?

The following is a visualization of the response surface (non-visualized dimensions are kept constant at their mean value):

File:MCResponseSurface Yp exit 6dim 4deg.png

Some comments about the image

Some key statistics for this response surface are given below:

---------------------------------------------------
Response surface summary of information:
Number of variables in response surface is 6. 
Number of terms in polynomial is 210. 
Degree of response surface is 4.

MSE =			 0.02069806 
MSE DoF = 		 9790 

L-inf norm resid = 	 0.37829408 

R^2 =			 0.85452284 
adjusted R^2 =		 0.85141715 
---------------------------------------------------

Comments about the statistics?










Download the response surface here: {{{link}}}


The following is a visualization of the response surface (non-visualized dimensions are kept constant at their mean value):

[[Image:{{{image}}}|500px]]


Some key statistics for this response surface are given below:

{{{statistics}}}