The Expression logic block allows the user to write complex logic without taking up many objects in the system. The Expression (Float Output) logic blocks allow the user to define a block with multiple inputs and write an equation that results in a float value.
Note: If you include Boolean or Enum inputs in an expression, the expression cannot result in a float output. To create a float output result, use only float inputs in the expression.
Name | Data Type | Exposed for Connection by Default | Description | Default Value |
---|---|---|---|---|
Inputs | ||||
Input | Float | Yes | 0.0 | |
Outputs | ||||
Present Value 1 | Float | Yes | Indicates the output of the block. | 0.0 |
Properties | ||||
Expression | Boolean, Enum, Float | N/A | Provides an editable field for the token string used to create the expression. See Table 2 for a list of available tokens. | N/A |
Token String | UI Tab Location | Description | Function |
---|---|---|---|
= | Enum, Boolean, Float | Equal | Compares two Booleans, or two float values, or two Enum values. Returns true if they are equal and false otherwise. The datatype of operand 1 must be the same as operand 2.
Note: If the absolute value of the difference between operand 1 and operand 2 is less than or equal to 0.01, they are considered equal.
|
!= | Enum, Boolean, Float | Not Equal |
Compares two Booleans, or two float values, or two Enum values. Returns true if they are not equal and false otherwise. The datatype of operand 1 must be the same as operand 2. Note: If the absolute value of the difference between operand 1 and operand 2 is less than or equal to 0.01, they are considered equal.
|
( | Enum, Boolean, Float | Opening Parenthesis | Prioritizes the calculation of the enclosed string. For example, (A+B)*3 evaluates A+B, then multiples the result by 3. |
) | Enum, Boolean, Float | Closing Parenthesis | |
AND 2 | Enum, Boolean, Float | Logical AND | Produces the result of a Boolean AND operation on Boolean operand 1 and Boolean operand 2. |
OR 2 | Enum, Boolean, Float | Logical OR | Produces the result of a Boolean OR operation on Boolean operand 1 and Boolean operand 2. |
NOT | Boolean | Logical NOT | Produces the result of a Boolean NOT operation on Boolean operand 1. |
XOR | Boolean | Logical XOR | Produces the result of a Boolean XOR operation on Boolean operand 1 and Boolean operand 2. |
TRUE | Boolean | Boolean True | |
FALSE | Boolean | Boolean False | |
0–9 | Float | Numbers 0–9 | |
. | Float | Decimal Point | |
+ | Float | Arithmetic Plus | Produces an output from adding the value of operand 1 to operand 2. |
/ | Float | Arithmetic Divide | Produces an output by dividing the value of operand 1 by operand 2. |
^ | Float | Arithmetic Power | Produces an output by raising the value of operand 1 to the power of operand 2. |
- | Float | Arithmetic Minus | Produces an output by subtracting the value of operand 2 from operand 1. |
* | Float | Arithmetic Multiply | Produces an output from multiplying the value of operand 1 to operand 2. |
> | Float | Greater Than | Performs a greater than comparison between two float values and returns True if operand 1 is greater than operand 2, and otherwise False. |
<= | Float | Less Than or Equal | Compares two float values and returns True if operand 1 is less than or equal to operand 2, and otherwise False.
Note: If the absolute value of the difference between operand 1 and operand 2 is less than or equal to 0.01, they are considered equal.
|
< | Float | Less Than | Compares two float values and returns True if operand 1 is less than operand 2 and False otherwise. |
>= | Float | Greater Than or Equal | Compares two float values and returns True if operand 1 is greater than or equal to operand 2, and otherwise False.
Note: If the absolute value of the difference between operand 1 and operand 2 is less than or equal to 0.01, they are considered equal.
|
COS | Float | Cosine Function | Produces COS of operand 1 expressed in radians. |
SIN | Float | Sine Function | Produces SIN of operand 1 expressed in radians. |
TAN | Float | Tangent Function | Produces TAN of operand 1 expressed in radians. |
ACOS | Float | Arc Cosine Function | Produces ARC COS of operand 1 expressed in radians. |
ASIN | Float | Arc Sine Function | Produces ARC SIN of operand 1 expressed in radians. |
ATAN | Float | Arc Tangent Function | Produces ARC TAN of operand 1 expressed in radians. |
SQRT | Float | Square Root Function | Returns the square root of operand 1. |
ABS | Float | Absolute Function | Returns the absolute value of operand 1. |
LOG | Float | Natural Logarithm Function | Returns the natural logarithm of operand 1. |
LOG10 | Float | Logarithm Base 10 Function | Returns the logarithm base 10 of operand 1. |
EXP | Float | Exponential Function | Returns the exponential value of operand 1. |
DEL | Enum, Boolean, Float | Delete Token | |
CLEAR | Enum, Boolean, Float | Clear Expression |
Figure 1. Boolean Logic
![](data:image/png;base64,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)
The preceding figure may result from one of the following three expressions:
I1 AND I2 AND NOT I3
I1 = TRUE AND I2 = TRUE AND I3 != TRUE
I1 = TRUE AND I2 = TRUE AND I3 = FALSE
Figure 2. Enumeration and Boolean Logic
![](data:image/png;base64,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)
The preceding figure may result from the following expression:
I1 != On AND I2
1 This input or output is the Default Element of the block.
2 This token string applies to Boolean input types only.