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first part of this chapter is concerned with transforms, which enable you to move, resize, and rotate a nodeThis chapter examines and illustrates all the available transforms, with the exception of the perspective transform, which is discussed in 20, Effects and Blending Transforms cause the bounds (that is, the size/position) of a node to change In the second half of this chapter, we discuss coordinate systems and the various different bounds that are associated with a node The third part of this chapter discusses the support that JavaFX provides for automatic layout of nodesThe core of this support lies in the Container classVarious subclasses of Container implement different node layout algorithms, all of which are covered in this chapterWe defer discussion of custom layouts to 25, Building Custom Controls This chapter closes with two short sectionsThe first shows you how to use the knowledge of node layout that you will have acquired to improve the SnowStorm application that you saw in 4, A Simple JavaFX Application, so that it works properly with any screen sizeThe second deals with the application programming interface (API) that JavaFX provides to allow you to find out how many screens there are on the device on which your application is running, how large they are, and where they are logically placed relative to each other

You can apply five different types of transform to a node: translation, rotation, scaling, shearing, and an affine transform, which is a generalization of the other four typesThe Node class has several variables that allow you to specify the transforms to be applied These variables are listed in Table 17-1

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The angle through which the node is to be rotated about its center point A positive value produces a clockwise rotation The axis about which the rotation takes place The amount by which the node is to be scaled along the x-axis The amount by which the node is to be scaled along the y-axis The amount by which the node is to be scaled along the z-axis A set of transformations The distance along the x-axis by which the node s origin is to be moved The distance along the y-axis by which the node s origin is to be moved The distance along the z-axis by which the node s origin is to be moved

/* Extension of ReportError to generate a user-exception code rather than terminating the process */ VOID ReportException (LPCTSTR UserMessage, DWORD ExceptionCode) /* Report as a nonfatal error */ { ReportError (UserMessage, 0, TRUE); /* If fatal, raise an exception */ if (ExceptionCode != 0) RaiseException ( (0x0FFFFFFF & ExceptionCode) | 0xE0000000, 0, 0, NULL); return; }

Transform[]

In some cases, there is more than one way to apply a transform to a node Rotation, scaling, and translation can be performed either by assigning values to the corresponding

variables from Table 17-1 or by adding an element to the transforms sequence Shearing and arbitrary affine transforms are only possible through the transforms variable As you ll see in the sections that follow, the effect of a transform that is applied through the dedicated node variables is not necessarily the same as one that appears in the transforms sequence Transforms are represented by subclasses of the javafxscenetransformTransform classAs well as being the base class for transforms, Transform has script functions that can be used to obtain instances of concrete Transform objects For example, if you want to apply a rotation via the transforms variable of a node, you have the choice of either creating and initializing an instance of the Rotate class by using an object literal or getting one by calling the rotate() function of the Transform classThe choice is largely a matter of taste In the sections that follow, we discuss the five available transforms and the effect that each of them has on a node In most cases, a transform is explained by demonstrating its effect on a rectangle that is initially defined using the following code:

The UNIX signal model is significantly different from SEH Signals can be missed or ignored, and the flow is different Nonetheless, there are points of comparison UNIX signal handling is largely supported through the C library, which is also available in a limited implementation under Windows In many cases, Windows programs can use console control handlers, which are described near the end of this chapter, in place of signals Some signals correspond to Windows exceptions Here is the limited signal-to-exception correspondence:

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