Design expert help pdf free download

Looking for:

Design expert help pdf free download 













































   

 

Design expert help pdf free download



 

By using our site, you agree to our collection of information through the use of cookies. To learn more, view our Privacy Policy. To browse Academia. This class of designs is aimed at process optimization. A case study provides a reallife feel to the exercise. Professor Mohamed H. Fadhilah Yusof. Vigneshwar Pesaru. Kun Wang. Log in with Facebook Log in with Google. Remember me on this computer. Enter the email address you signed up with and we'll email you a reset link.

Need an account? Click here to sign up. Download Free PDF. Related Papers. Design of Experiments Guide. A case study provides a real- life feel to the exercise.

If you are in a rush to get the gist on design and analysis of RSM, hop past all the sidebars. If you have not completed all these tutorials, consider doing so before starting this one.

We will presume that you are knowledgeable of the statistical aspects of RSM. Call Stat-Ease or visit our website for a schedule at www. The case study in this tutorial involves production of a chemical. The experimenter chose three process factors to study. Their names and levels are shown in the following table. The stars represent axial points. How far out from the cube these should go is a matter for much discussion between statisticians. As you will see, Design- Expert offers a variety of options for alpha.

Twelve runs: composed of eight factorial points, plus four center points. Eight runs: composed of six axial star points, plus two more center points. Design the Experiment Start the program by finding and double clicking the Design-Expert software icon.

Welcome screen Press OK on the welcome screen. Now go back and re-select Central Composite design. Click the down arrow in the Numeric Factors entry box and Select 3 as shown below. Notice that it defaults to a Rotatable design with the axial star points set at 1. Press OK to accept the rotatable value. Using the information provided in the table on page 1 of this tutorial or on the screen capture below , type in the details for factor Name A, B, C , Units, and Low and High levels.

Now return to the bottom of the central composite design form. You will need two blocks for this design, one for each day, so click the Blocks field and select 2. You now have the option of identifying Block Names. Enter Day 1 and Day 2 as shown below. Block names Press Continue to enter Responses. Select 2 from the pull down list. Now enter the response Name and Units for each response as shown below.

Completed response form At any time in the design-building phase, you can return to the previous page by pressing the Back button. Then you can revise your selections. Press Continue to view the design layout your run order may differ due to randomization. Click the Tips button for a refresher.

Click the File menu item and select Save As. Obviously at this stage the responses must be entered into Design-Expert. We see no benefit to making you type all the numbers, particularly with the potential confusion due to differences in randomized run orders. Click Open to load the data. Move your cursor to Std column header and right-click to bring up a menu from which to select Sort Ascending this could also be done via the View menu.

Notice how the factorial points align only to the Day 1 block. Then in Day 2 the axial points are run. Center points are divided between the two blocks. Unless you change the default setting for the Select option, do not expect the Type column to appear the next time you run Design-Expert. It is only on temporarily at this stage for your information. Before focusing on modeling the response as a function of the factors varied in this RSM experiment, it will be good to assess the impact of the blocking via a simple scatter plot.

You should see a scatter plot with factor A:Time on the X-axis and the Conversion response on the Y-axis. Block versus run or, conversely, run vs block is also highly correlated due to this restriction in randomization runs having to be done for day 1 before day 2. It is good to see so many white squares because these indicate little or no correlation between factors, thus they can be estimated independently. For now it is most useful to produce a plot showing the impact of blocks because this will be literally blocked out in the analysis.

Therefore, on the floating Graph Columns tool click the button where Conversion intersects with Block as shown below. Plotting the effect of Block on Conversion The graph shows a slight correlation 0. Whether this is something to be concerned about would be a matter of judgment by the experimenter. However it may in this case be such a slight difference that it merits no further discussion.

Bear in mind that whatever the difference may be it will be filtered out mathematically so as not to bias the estimation of factor effects. Changing response resulting graph not shown Finally, to see how the responses correlate with each other, change the X Axis to Conversion.

For example, choose Color by Block to see which points were run in block 1 black and block 2 red. Under the Analysis branch click the node labeled Conversion. A new set of tabs appears at the top of your screen. They are arranged from left to right in the order needed to complete the analysis. What could be simpler? Click Tips for details. For now, accept the default transformation selection of None. Now click the Fit Summary tab.

At this point Design-Expert fits linear, two-factor interaction 2FI , quadratic, and cubic polynomials to the response.

By design, the central composite matrix provides too few unique design points to determine all the terms in the cubic model. Next you will see several extremely useful tables for model selection. Each table is discussed briefly via sidebars in this tutorial on RSM. So far, Design-Expert is indicating via underline the quadratic model looks best — these terms are significant, but adding the cubic order terms will not significantly improve the fit.

Use the handy Bookmarks tool to advance to the next table for Lack of Fit tests on the various model orders. The quadratic model, identified earlier as the likely model, does not show significant lack of fit. Remember that the cubic model is aliased, so it should not be chosen. Always confirm this suggestion by viewing these tables. Design-Expert allows you to select a model for in-depth statistical study. Click the Model tab at the top of the screen to see the terms in the model.

Be sure to try this in the rare cases when Design-Expert suggests more than one model. The options for process order At this stage you could make use of the Add Term feature.

Also, you could now manually reduce the model by clicking off insignificant effects. For example, you will see in a moment that several terms in this case are marginally significant at best. You can also see probability values for each individual term in the model. You may want to consider removing terms with probability values greater than 0.

Use process knowledge to guide your decisions. The R-Squared statistics are very good — near to 1. Post-ANOVA statistics Press forward to Coefficients to bring the following details to your screen, including the mean effect-shift for each block, that is, the difference from Day 1 to Day 1 in the response.

Block terms are left out. These terms can be used to re-create the results of this experiment, but they cannot be used for modeling future responses. However, you can copy and paste the data to your favorite Windows word processor or spreadsheet. This might be handy for client who are phobic about statistics. The most important diagnostic — normal probability plot of the residuals — appears by default.

A non-linear pattern such as an S-shaped curve indicates non-normality in the error term, which may be corrected by a transformation. The only sign of any problems in this data may be the point at the far right. Click this on your screen to highlight it as shown above. Find the floating Diagnostics Tool palette on your screen. This has been discussed in prior tutorials. For example, center points carry little weight in the fit and thus exhibit low leverage.

Now go to the Diagnostics Tool and click Resid. Check out the other graphs if you like. Press Screen Tips along the way to get helpful details and suggestions on interpretation. In this case, none of the graphs really indicates anything that invalidates the model, so press ahead. Next press the Influence side for another set of diagnostics, including a report detailed case-by-case residual statistics. Influence diagnostics Leverage is best explained by the previous tutorial on One-Factor RSM so go back to that if you did not already go through it.

In a similar experiment to this one, where the chemist changed catalyst, the DFBETAS plot for that factor exhibited an outlier for the one run where its level went below a minimal level needed to initiate the reaction.

Thus, this diagnostic proved to be very helpful in seeing where things went wrong in the experiment. Now skip ahead to the Report to bring up detailed case-by-case diagnostic statistics, many which have already been shown graphically.

As we discussed in the General One- Factor Tutorial, this statistic stands for difference in fits. It measures change in each predicted value that occurs when that response is deleted.

Given that only one diagnostic is flagged, there may be no real cause for alarm. This indicates less cause for concern than red-lined outliers, that is, points outside of the plus-or-minus 2 values for DFFITS are not that unusual. Anyways, assume for purposes of this tutorial that the experiments found nothing out of the ordinary for the one run that went slightly out for DFFITS.

Click the Model Graphs tab. The 2D contour plot of factors A versus B comes up by default in graduated color shading. In this case you see a plot of conversion as a function of time and temperature at a mid-level slice of catalyst. This slice includes six center points as indicated by the dot at the middle of the contour plot. By replicating center points, you get a very good power of prediction at the middle of your experimental region.

The floating Factors Tool palette appears with the default plot. Move this floating tool as needed by clicking and dragging the top blue border. The tool controls which factor s are plotted on the graph. Each factor listed has either an axis label, indicating that it is currently shown on the graph, or a red slider bar, which allows you to choose specific settings for the factors that are not currently plotted.

All red slider bars default to midpoint levels of those factors not currently assigned to axes. You can change factor levels by dragging their red slider bars or by right clicking factor names to make them active they become highlighted and then typing desired levels into the numeric space near the bottom of the tool palette. Give this a try.

Click the C:Catalyst toolbar to see its value. Now move your mouse over the contour plot and notice that Design-Expert generates the predicted response for specific factor values corresponding to that point.

If you place the crosshair over an actual point, for example — the one at the far upper left corner of the graph now on screen, you also see that observed value in this case: Prediction at coordinates of 40 and 90 where an actual run was performed P.

See what happens when you press the Full option for crosshairs. Now press the Default button on the floating Factors Tool to place factor C back at its midpoint. Factors tool — Sheet view In the columns labeled Axis and Value you can change the axes settings or type in specific values for factors.

Then return to the Gauges view and press the Default button. At the bottom of the Factors Tool is a pull-down list from which you can also select the factors to plot. Only the terms that are in the model are included in this list. At this point in the tutorial this should be set at AB. If you select a single factor such as A the graph changes to a One-Factor Plot. You can do this with the perturbation plot, which provides silhouette views of the response surface.

The real benefit of this plot is when selecting axes and constants in contour and 3D plots. See it by mousing to the Graphs Tool and pressing Perturbation or pull it up via View from the main menu. The Perturbation plot with factor A clicked to highlight it For response surface designs, the perturbation plot shows how the response changes as each factor moves from the chosen reference point, with all other factors held constant at the reference value.

Design-Expert sets the reference point default at the middle of the design space the coded zero level of each factor. The software highlights it in a different color as shown above.

It also highlights the legend. You can click it also — it is interactive! In this case, at the center point, you see that factor A time produces a relatively small effect as it changes from the reference point. Therefore, because you can only plot contours for two factors at a time, it makes sense to choose B and C — and slice on A.

Start by clicking Contour on the floating Graphs tool. Then in the Factors Tool right click the Catalyst bar and select X1 axis by left clicking it. Making factor C the x1-axis You now see a catalyst versus temperature plot of conversion, with time held as a constant at its midpoint. Contour plot of B:temperature versus C:catalyst Design-Expert contour plots are highly interactive.

For example, right-click up in the hot spot at the upper middle and select Add Flag. Right click and Delete flag to clean the slate. Deleting the flag 3D surface plot Now to really get a feel for how the response varies as a function of the two factors chosen for display, select from the floating Graphs Tool the 3D Surface. You then will see three- dimensional display of the response surface. If the coordinates encompass actual design points, these will be displayed. On the Factors Tool move the slide bar for A:time to the right.

This presents a very compelling picture of how the response can be maximized. Right click at the peak to set a flag. Move your mouse over the graph.

Seeing a point beneath the surface See an actual result predicted so closely lends credence to the model. Things are really looking up at this point! Rotation tool Move your cursor over the tool. The pointer changes to a hand. Now use the hand to rotate the vertical or horizontal wheel. Whether you use the rotation tool or simply grab the plot with your mouse, watch the 3D surface change. Notice how the points below the surface are shown with a lighter shade. The Stat-Ease program developers thought of everything!

Before moving on from here, go back to the Rotation tool and press Default to put the graph back in its original angle. Analyze the data for the second response, activity. Be sure you find the appropriate polynomial to fit the data, examine the residuals and plot the response surface. Hint: The correct model is linear.

Design-Expert will save your models. To leave Design-Expert, use the File, Exit menu selection. You should go back to that tutorial if you've not completed it. For details on optimization, see our on-line program help. Call or visit our web site for information on content and schedules. In this section, you will work with predictive models for two responses, yield and activity, as a function of three factors: time, temperature, and catalyst.

These models are based on results from a central composite design CCD on a chemical reaction. Click the open design icon see below and load the case study data modeled by Stat-Ease and saved to a file named RSM-a. Open design icon To see a description of the file contents, click the Summary node under the Design branch at the left of your screen. Within the design status screen you can see we modeled conversion with a quadratic model and activity with a linear model, as shown below.

You can also re-size columns with your mouse. Click on the Coefficients Table node at the bottom branch. For instance, notice that the coefficient for AC This shows, for the region studied, that the AC interaction influences conversion more than Factor B.

In our example, we chose to use the full quadratic model. Therefore, some less significant terms shown in black are retained, even though they are not significant at the 0.

Right click any cell to export this report to PowerPoint or Word for your presentation or report. Check it out: This is very handy! Under the Optimization branch to the left of the screen, click the Numerical node to start. We will detail POE later. The program restricts factor ranges to factorial levels plus one to minus one in coded values — the region for which this experimental design provides the most precise predictions.

Sqliteman 1. EaseUS Todo Backup TurboCollage 7. Check Also. Air Cluster Pro v1. Facebook Twitter WhatsApp Telegram. Close Search for. Loading Comments

❿  

Design expert help pdf free download.



 

Block versus run or, conversely, run vs block is also highly correlated due to this restriction in randomization runs having to be done for day 1 before day 2. It is good to see so many white squares because these indicate little or no correlation between factors, thus they can be estimated independently. For now it is most useful to produce a plot showing the impact of blocks because this will be literally blocked out in the analysis. Therefore, on the floating Graph Columns tool click the button where Conversion intersects with Block as shown below.

Plotting the effect of Block on Conversion The graph shows a slight correlation 0. Whether this is something to be concerned about would be a matter of judgment by the experimenter. However it may in this case be such a slight difference that it merits no further discussion. Bear in mind that whatever the difference may be it will be filtered out mathematically so as not to bias the estimation of factor effects. Changing response resulting graph not shown Finally, to see how the responses correlate with each other, change the X Axis to Conversion.

For example, choose Color by Block to see which points were run in block 1 black and block 2 red. Under the Analysis branch click the node labeled Conversion. A new set of tabs appears at the top of your screen. They are arranged from left to right in the order needed to complete the analysis.

What could be simpler? Click Tips for details. For now, accept the default transformation selection of None. Now click the Fit Summary tab. At this point Design-Expert fits linear, two-factor interaction 2FI , quadratic, and cubic polynomials to the response. By design, the central composite matrix provides too few unique design points to determine all the terms in the cubic model. Next you will see several extremely useful tables for model selection.

Each table is discussed briefly via sidebars in this tutorial on RSM. So far, Design-Expert is indicating via underline the quadratic model looks best — these terms are significant, but adding the cubic order terms will not significantly improve the fit. Use the handy Bookmarks tool to advance to the next table for Lack of Fit tests on the various model orders.

The quadratic model, identified earlier as the likely model, does not show significant lack of fit. Remember that the cubic model is aliased, so it should not be chosen.

Always confirm this suggestion by viewing these tables. Design-Expert allows you to select a model for in-depth statistical study.

Click the Model tab at the top of the screen to see the terms in the model. Be sure to try this in the rare cases when Design-Expert suggests more than one model. The options for process order At this stage you could make use of the Add Term feature. Also, you could now manually reduce the model by clicking off insignificant effects. For example, you will see in a moment that several terms in this case are marginally significant at best. You can also see probability values for each individual term in the model.

You may want to consider removing terms with probability values greater than 0. Use process knowledge to guide your decisions. The R-Squared statistics are very good — near to 1.

Post-ANOVA statistics Press forward to Coefficients to bring the following details to your screen, including the mean effect-shift for each block, that is, the difference from Day 1 to Day 1 in the response. Block terms are left out. These terms can be used to re-create the results of this experiment, but they cannot be used for modeling future responses. However, you can copy and paste the data to your favorite Windows word processor or spreadsheet.

This might be handy for client who are phobic about statistics. The most important diagnostic — normal probability plot of the residuals — appears by default. A non-linear pattern such as an S-shaped curve indicates non-normality in the error term, which may be corrected by a transformation. The only sign of any problems in this data may be the point at the far right. Click this on your screen to highlight it as shown above.

Find the floating Diagnostics Tool palette on your screen. This has been discussed in prior tutorials. For example, center points carry little weight in the fit and thus exhibit low leverage.

Now go to the Diagnostics Tool and click Resid. Check out the other graphs if you like. Press Screen Tips along the way to get helpful details and suggestions on interpretation.

In this case, none of the graphs really indicates anything that invalidates the model, so press ahead. Next press the Influence side for another set of diagnostics, including a report detailed case-by-case residual statistics. Influence diagnostics Leverage is best explained by the previous tutorial on One-Factor RSM so go back to that if you did not already go through it. In a similar experiment to this one, where the chemist changed catalyst, the DFBETAS plot for that factor exhibited an outlier for the one run where its level went below a minimal level needed to initiate the reaction.

Thus, this diagnostic proved to be very helpful in seeing where things went wrong in the experiment. Now skip ahead to the Report to bring up detailed case-by-case diagnostic statistics, many which have already been shown graphically.

As we discussed in the General One- Factor Tutorial, this statistic stands for difference in fits. It measures change in each predicted value that occurs when that response is deleted. Given that only one diagnostic is flagged, there may be no real cause for alarm. This indicates less cause for concern than red-lined outliers, that is, points outside of the plus-or-minus 2 values for DFFITS are not that unusual. Anyways, assume for purposes of this tutorial that the experiments found nothing out of the ordinary for the one run that went slightly out for DFFITS.

Click the Model Graphs tab. The 2D contour plot of factors A versus B comes up by default in graduated color shading. In this case you see a plot of conversion as a function of time and temperature at a mid-level slice of catalyst. This slice includes six center points as indicated by the dot at the middle of the contour plot. By replicating center points, you get a very good power of prediction at the middle of your experimental region.

The floating Factors Tool palette appears with the default plot. Move this floating tool as needed by clicking and dragging the top blue border. The tool controls which factor s are plotted on the graph. Each factor listed has either an axis label, indicating that it is currently shown on the graph, or a red slider bar, which allows you to choose specific settings for the factors that are not currently plotted.

All red slider bars default to midpoint levels of those factors not currently assigned to axes. You can change factor levels by dragging their red slider bars or by right clicking factor names to make them active they become highlighted and then typing desired levels into the numeric space near the bottom of the tool palette.

Give this a try. Click the C:Catalyst toolbar to see its value. Now move your mouse over the contour plot and notice that Design-Expert generates the predicted response for specific factor values corresponding to that point. If you place the crosshair over an actual point, for example — the one at the far upper left corner of the graph now on screen, you also see that observed value in this case: Prediction at coordinates of 40 and 90 where an actual run was performed P.

See what happens when you press the Full option for crosshairs. Now press the Default button on the floating Factors Tool to place factor C back at its midpoint. Factors tool — Sheet view In the columns labeled Axis and Value you can change the axes settings or type in specific values for factors.

Then return to the Gauges view and press the Default button. At the bottom of the Factors Tool is a pull-down list from which you can also select the factors to plot. Only the terms that are in the model are included in this list. At this point in the tutorial this should be set at AB. If you select a single factor such as A the graph changes to a One-Factor Plot. You can do this with the perturbation plot, which provides silhouette views of the response surface. The real benefit of this plot is when selecting axes and constants in contour and 3D plots.

See it by mousing to the Graphs Tool and pressing Perturbation or pull it up via View from the main menu. The Perturbation plot with factor A clicked to highlight it For response surface designs, the perturbation plot shows how the response changes as each factor moves from the chosen reference point, with all other factors held constant at the reference value.

Design-Expert sets the reference point default at the middle of the design space the coded zero level of each factor. The software highlights it in a different color as shown above. It also highlights the legend. You can click it also — it is interactive!

In this case, at the center point, you see that factor A time produces a relatively small effect as it changes from the reference point. Therefore, because you can only plot contours for two factors at a time, it makes sense to choose B and C — and slice on A.

Start by clicking Contour on the floating Graphs tool. Then in the Factors Tool right click the Catalyst bar and select X1 axis by left clicking it. Making factor C the x1-axis You now see a catalyst versus temperature plot of conversion, with time held as a constant at its midpoint. Contour plot of B:temperature versus C:catalyst Design-Expert contour plots are highly interactive.

For example, right-click up in the hot spot at the upper middle and select Add Flag. Right click and Delete flag to clean the slate. Deleting the flag 3D surface plot Now to really get a feel for how the response varies as a function of the two factors chosen for display, select from the floating Graphs Tool the 3D Surface.

You then will see three- dimensional display of the response surface. If the coordinates encompass actual design points, these will be displayed.

On the Factors Tool move the slide bar for A:time to the right. This presents a very compelling picture of how the response can be maximized.

Right click at the peak to set a flag. Move your mouse over the graph. Seeing a point beneath the surface See an actual result predicted so closely lends credence to the model.

Things are really looking up at this point! Rotation tool Move your cursor over the tool. The pointer changes to a hand. Now use the hand to rotate the vertical or horizontal wheel. Whether you use the rotation tool or simply grab the plot with your mouse, watch the 3D surface change. Notice how the points below the surface are shown with a lighter shade. The Stat-Ease program developers thought of everything! Before moving on from here, go back to the Rotation tool and press Default to put the graph back in its original angle.

Analyze the data for the second response, activity. Be sure you find the appropriate polynomial to fit the data, examine the residuals and plot the response surface. Hint: The correct model is linear. Design-Expert will save your models.

To leave Design-Expert, use the File, Exit menu selection. You should go back to that tutorial if you've not completed it. For details on optimization, see our on-line program help. Call or visit our web site for information on content and schedules. In this section, you will work with predictive models for two responses, yield and activity, as a function of three factors: time, temperature, and catalyst.

These models are based on results from a central composite design CCD on a chemical reaction. Click the open design icon see below and load the case study data modeled by Stat-Ease and saved to a file named RSM-a.

Open design icon To see a description of the file contents, click the Summary node under the Design branch at the left of your screen. Within the design status screen you can see we modeled conversion with a quadratic model and activity with a linear model, as shown below. You can also re-size columns with your mouse. Click on the Coefficients Table node at the bottom branch. For instance, notice that the coefficient for AC スマートな OCR技術 インテリジェントなOCRテクノロジーにより、スキャンしたドキュメントの内容を最高レベルの精度で認識できます。スキャンしたドキュメントのテキストは、強調表示したり、コピーしたり、検索したりできます。.

古いスキャンの見た目を改善できます 何年も前にスキャンされた古いドキュメントをお持ちですか?画像の歪みを修正し、影を取り除き、コントラストを改善することで、スキャンの画質を向上できます。. IPhone、iPad、Mac あらゆるデバイスで PDF Expertは、iPhone、iPad、Macなど、あらゆるAppleデバイスに対応。デバイス間のシームレスなファイルのやり取りをお楽しみください。 無料ダウンロード 無料ダウンロード Mac版を購入. メディアによるレビュー PDF Expertは軽量だけど、あなたのMacにぴったりな強力なアプリケーションです。.

Readdle社が開発したPDF Expertは、本当に価値があるアプリです。. PDF Expertはとても使いやすいソフトウェアです。. 知り合いがPDFドキュメントのマークアップや書き込みを必要とするとき、私は迷わずPDF Expertを紹介しています。. PDF Expertは以下の言語に対応しています. 機能 iPhone・iPad Mac.

使い方 iPhone・iPad Mac. 企業紹介 ブログ 書類のテンプレート ヘルプセンター ライセンス番号の復元 アフィリエイト・プログラム. 活用方法 建築 ビジネス向けPDF Expert 教育 医療 業務管理. プライバシー慣行は、ご利用の機能やお客様の年齢などに応じて異なる場合があります。 詳しい情報. App Store プレビュー. スクリーンショット iPhone iPad. 説明 Esport Gaming Logo Maker is an amazingly simple and fun logo design app.

Bug Fixed and Performance Improvement. 情報 Provider Lazy Fox Apps Studio. サイズ 互換性 iPhone Requires iOS iPad Requires iPadOS iPod touch Requires iOS 言語 English. 価格 無料. App内課金有り Annually Subscription 55,00 kr. デベロッパWebサイト Appサポート プライバシーポリシー.

❿    

 

Design-Expert 9 User's Guide Mixture Tutorial  1 Mixture Design Tutorial (Part 1/2 – The Basics - Design expert help pdf free download



   

By using our site, you agree to our collection of information through the use of cookies. To learn more, view our Privacy Policy. To browse Academia.

This class of designs is aimed at process optimization. A case study provides a reallife feel to the exercise. Professor Mohamed H. Fadhilah Yusof. Vigneshwar Pesaru. Kun Wang. Log in нажмите чтобы увидеть больше Facebook Log in with Google. Remember me on this computer. Enter the email address you signed up with and we'll email you a reset link. Need an account? Click here to sign up. Download Free PDF.

Related Papers. Design of Experiments Guide. A case study provides a real- life feel to the exercise. If you are in a rush to get the gist on design and analysis of RSM, hop past all the sidebars. If you have not completed all these tutorials, consider doing so before starting this one.

We will presume that you are knowledgeable of the statistical aspects of RSM. Call Stat-Ease or visit our website for a schedule windows 10 home backup system free www. The case study in this tutorial involves production of a chemical. The experimenter chose three process factors to study. Their names and levels are shown in the following table. The stars represent axial points. How far out from the cube these should go is a matter for much discussion between statisticians.

As you will see, Design- Expert offers a variety of options for design expert help pdf free download. Twelve runs: composed of eight factorial points, plus four center points. Eight runs: composed of six axial star points, plus two more center points. Design the Experiment Start the program by finding and double clicking the Design-Expert software icon.

Welcome screen Press OK on the welcome screen. Now go back and re-select Central Composite design. Click the down arrow in the Numeric Factors entry box and Select 3 as design expert help pdf free download below. Notice that it defaults to a Rotatable design design expert help pdf free download the axial star points set at 1. Press OK to accept the rotatable value. Using the information provided in the table on page 1 of this tutorial or on the screen capture belowtype in the details for design expert help pdf free download Name A, B, CUnits, and Low and High levels.

Now return to the bottom of the central composite design form. You will need two blocks for this design, one for each day, so click the Blocks field and select 2. You now have the option of identifying Block Names. Enter Day 1 and Day 2 as shown below. Block names Press Continue to enter Responses. Select 2 from the pull down list. Autodesk civil view for 3ds max 2019 free enter the response Name and Units for each response as shown below.

Completed response form At any time in the design-building phase, you can return to the previous page by pressing the Back button. Then you can revise your selections. Press Continue to view the design layout your run order may differ due to randomization. Click the Tips button for a refresher. Click the File menu item and select Save As. Obviously at this stage the responses must be entered into Design-Expert. We see no benefit to making you type all the numbers, particularly with the potential confusion due to differences in randomized run orders.

Click Open to load the data. Move your cursor to Std column header and design expert help pdf free download to bring up a menu from which to select Sort Design expert help pdf free download this could also be done via the View menu.

Notice how the factorial points align only to the Day 1 block. Then in Day 2 the axial points are run. Center points are divided between the two blocks. Unless you change the default setting for design expert help pdf free download Select option, do not expect the Type column to appear the next time you run Design-Expert.

It is only on temporarily at this stage for your information. Before focusing on modeling the response as a function of the factors varied in this RSM experiment, it will be good to assess the impact of the blocking via a simple scatter plot. You should see a scatter plot with factor A:Time on the X-axis and the Conversion response on the Y-axis. Block versus как сообщается здесь or, conversely, run vs block is also highly correlated due to this restriction in randomization runs having to be done for day 1 before day 2.

It is good to see so many white squares because these indicate little or no correlation between factors, thus they can be estimated independently. For now it is most useful to produce a plot showing the impact of blocks because this will be literally blocked out in the analysis.

Therefore, on the floating Graph Columns tool click the button where Conversion intersects with Block as shown below. Plotting the effect of Block on Design expert help pdf free download The graph shows a slight correlation 0. Whether this is something to be concerned about would be a matter of judgment by the experimenter. However it may in this case be such a slight difference that it merits no further discussion.

Bear in mind that whatever the difference may be it will be filtered out mathematically so as not to bias the estimation of factor effects. Changing response resulting graph not shown Finally, to see how the responses correlate with each other, change the X Axis to Conversion. For example, choose Color by Block to see which points were run in block 1 black and block 2 red.

Under the Analysis branch click the node /48639.txt Conversion. A new set of tabs appears at the top of your screen. They are arranged from left to right in the order needed to complete the analysis.

What could be simpler? Click Tips for details. For now, accept the default transformation selection of None. Now click the Fit Summary tab.

At очень snagit 11 add text free сторону! point Design-Expert fits linear, two-factor interaction 2FIquadratic, and cubic polynomials to the response.

By design, the central composite matrix provides too few unique design points to determine all the terms in the cubic model. Next you will see several extremely useful tables for model selection. Each table is discussed briefly via sidebars in this tutorial on RSM. So far, Design-Expert is indicating via underline the quadratic model looks best — these terms are significant, but adding the cubic order terms will not significantly improve the fit.

Use the handy Bookmarks tool to advance to the next table for Lack of Design expert help pdf free download tests on the various model orders.

The quadratic model, identified earlier as the likely model, does not show significant lack of fit. Remember that the cubic model is aliased, so it should not be chosen. Always confirm this suggestion by viewing these tables. Design-Expert allows you to design expert help pdf free download a model for in-depth statistical study. Click the Model tab at the top of the screen to see the terms in the model.

Be sure to try this in the rare cases when Design-Expert suggests more than one model. The options for process order At this stage you could make design expert help pdf free download of the Add Term feature.

Also, you could now manually reduce the model by clicking off insignificant effects. For example, you will see in a moment that several terms in this case are marginally significant at best. You can also see probability design expert help pdf free download for each individual term in the model. You may want to consider removing terms with probability values greater than 0.

Use process knowledge to guide your decisions. The R-Squared statistics are very good — near to 1. Post-ANOVA statistics Press forward to Coefficients to bring the following details to your screen, including the mean effect-shift for each block, that autodesk revit structure 2016 product key free download, the difference from Day 1 to Design expert help pdf free download 1 in the response. Block terms are left out. These terms can be used to re-create the results of this experiment, but they cannot be used for modeling future responses.



Comments