Metis Smart Modeling - Rules
From Metis Documentation
(→Add-on) |
(→Creating a rule) |
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| - | Rule types | + | === Rule types === |
| - | === Single Selection === | + | ==== Single Selection ==== |
The single selection rule tests an input and calculates the defined output based on a simple logical relation. The Input "object" can be of any type available, but the output one can only a position or a variable. If the input is set to be a variable, the its value may come directly from a field placed in a mask. The output quantity ("Q out") is determined by the input quantity ("Q in"). If they are both set to "1", then for every number of input there will be an output. On the other hand, if the "Q out" fields is set to 2, it means that for every input there will be 2 output. | The single selection rule tests an input and calculates the defined output based on a simple logical relation. The Input "object" can be of any type available, but the output one can only a position or a variable. If the input is set to be a variable, the its value may come directly from a field placed in a mask. The output quantity ("Q out") is determined by the input quantity ("Q in"). If they are both set to "1", then for every number of input there will be an output. On the other hand, if the "Q out" fields is set to 2, it means that for every input there will be 2 output. | ||
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EXAMPLE OF USE BASED ON SCENARIO | EXAMPLE OF USE BASED ON SCENARIO | ||
| - | === Table Selection=== | + | ==== Table Selection==== |
The goal is to determine an output quantity within several ranges of input values. | The goal is to determine an output quantity within several ranges of input values. | ||
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EXAMPLE OF USE BASED ON SCENARIO | EXAMPLE OF USE BASED ON SCENARIO | ||
| - | === Optimal Selection === | + | ==== Optimal Selection ==== |
This very performing rule enables the automatic selection of the best alternative depending on the output quantity required and the related price. This rule is particularly appreciated in selecting products when one input corresponds to several possible output results. | This very performing rule enables the automatic selection of the best alternative depending on the output quantity required and the related price. This rule is particularly appreciated in selecting products when one input corresponds to several possible output results. | ||
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EXAMPLE OF USE BASED ON SCENARIO | EXAMPLE OF USE BASED ON SCENARIO | ||
| - | === Maximal Selection === | + | ==== Maximal Selection ==== |
This type of rule can be used when several input values influence a specific output. Each line will be used as a single criterion and Metis will return the higher result possible. | This type of rule can be used when several input values influence a specific output. Each line will be used as a single criterion and Metis will return the higher result possible. | ||
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EXAMPLE OF USE BASED ON SCENARIO | EXAMPLE OF USE BASED ON SCENARIO | ||
| - | === Minimal Selection === | + | ==== Minimal Selection ==== |
This type of rule uses the same logic as the Maximal Rule, but the lowest value will be returned as an output result. | This type of rule uses the same logic as the Maximal Rule, but the lowest value will be returned as an output result. | ||
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EXAMPLE OF USE BASED ON SCENARIO | EXAMPLE OF USE BASED ON SCENARIO | ||
| - | === Formulas === | + | ==== Formulas ==== |
Mathematical formula | Mathematical formula | ||
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|} | |} | ||
| - | === External Selection=== | + | ==== External Selection==== |