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STROOP: Difference between revisions
→Controllers
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* '''Simple Controller''': A Simple Controller is in charge of manipulating one variable. It consists of 2 buttons and a textbox. The buttons are used for subtracting from and adding to the variable using the value that's in the textbox. Right clicking on one of the buttons shows the option to toggle whether the buttons are inverted, i.e. swapping whether subtraction is on the left and addition is on the right or vice versa. Simple Controllers are found on the left panel of several tabs of STROOP. | * '''Simple Controller''': A Simple Controller is in charge of manipulating one variable. It consists of 2 buttons and a textbox. The buttons are used for subtracting from and adding to the variable using the value that's in the textbox. Right clicking on one of the buttons shows the option to toggle whether the buttons are inverted, i.e. swapping whether subtraction is on the left and addition is on the right or vice versa. Simple Controllers are found on the left panel of several tabs of STROOP. | ||
* '''Triplet Controller''': A Triplet Controller is in charge of manipulating a triplet of variables, usually a set of (x,y,z) Euler coordinates or (theta,phi,radius) spherical coordinates. It consists of 2 sets of controls: | * '''Triplet Controller''': A Triplet Controller is in charge of manipulating a triplet of variables, usually a set of (x,y,z) Euler (Cartesian) coordinates or (theta,phi,radius) spherical coordinates. It consists of 2 sets of controls: | ||
** '''Square Controls''': On the left are the Square Controls, consisting of 8 buttons and a textbox arranged in square formation. For Euler coordinates, these controls manipulate the x and z coordinates. For spherical coordinates, these controls manipulate the theta and phi coordinates. In both cases, the buttons will add to or subtract from the corresponding variable(s) by the amount in the textbox. Note that you can right click on the buttons for more options so that you can customize the orientation of the buttons. Specifically, this allows you to rotate the buttons any one of eight ways, as well as invert the orientation (i.e. flip it). | ** '''Square Controls''': On the left are the Square Controls, consisting of 8 buttons and a textbox arranged in square formation. For Euler coordinates, these controls manipulate the x and z coordinates. For spherical coordinates, these controls manipulate the theta and phi coordinates. In both cases, the buttons will add to or subtract from the corresponding variable(s) by the amount in the textbox. Note that you can right click on the buttons for more options so that you can customize the orientation of the buttons. Specifically, this allows you to rotate the buttons any one of eight ways, as well as invert the orientation (i.e. flip it). | ||
** '''Line Controls''': One the right are the Line Controls, consisting of 2 buttons and a textbox arranged in a vertical line formation. For Euler coordinates, these controls manipulate the y coordinate. For spherical coordinates, these controls manipulate the radius coordinate. In both cases, the buttons will add to or subtract from the corresponding variable by the amount in the textbox. Note that you can right click on the buttons for options to invert the buttons. | ** '''Line Controls''': One the right are the Line Controls, consisting of 2 buttons and a textbox arranged in a vertical line formation. For Euler coordinates, these controls manipulate the y coordinate. For spherical coordinates, these controls manipulate the radius coordinate. In both cases, the buttons will add to or subtract from the corresponding variable by the amount in the textbox. Note that you can right click on the buttons for options to invert the buttons. | ||