| 1 |
tony |
21 |
<?xml version="1.0" encoding="UTF-8"?> |
| 2 |
|
|
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.1 plus MathML 2.0//EN" "http://www.w3.org/Math/DTD/mathml2/xhtml-math11-f.dtd"><html xmlns="http://www.w3.org/1999/xhtml"><!--This file was converted to xhtml by LibreOffice - see http://cgit.freedesktop.org/libreoffice/core/tree/filter/source/xslt for the code.--><head profile="http://dublincore.org/documents/dcmi-terms/"><meta http-equiv="Content-Type" content="application/xhtml+xml; charset=utf-8"/><title xml:lang="en-US">- no title specified</title><meta name="DCTERMS.title" content="" xml:lang="en-US"/><meta name="DCTERMS.language" content="en-US" scheme="DCTERMS.RFC4646"/><meta name="DCTERMS.source" content="http://xml.openoffice.org/odf2xhtml"/><meta name="DCTERMS.creator" content="Tony Whyman"/><meta name="DCTERMS.issued" content="2015-02-23T16:07:44.511653697" scheme="DCTERMS.W3CDTF"/><meta name="DCTERMS.contributor" content="Tony Whyman"/><meta name="DCTERMS.modified" content="2015-02-25T12:07:28.373352370" scheme="DCTERMS.W3CDTF"/><meta name="DCTERMS.provenance" content="" xml:lang="en-US"/><meta name="DCTERMS.subject" content="," xml:lang="en-US"/><link rel="schema.DC" href="http://purl.org/dc/elements/1.1/" hreflang="en"/><link rel="schema.DCTERMS" href="http://purl.org/dc/terms/" hreflang="en"/><link rel="schema.DCTYPE" href="http://purl.org/dc/dcmitype/" hreflang="en"/><link rel="schema.DCAM" href="http://purl.org/dc/dcam/" hreflang="en"/><style type="text/css"> |
| 3 |
|
|
@page { } |
| 4 |
|
|
table { border-collapse:collapse; border-spacing:0; empty-cells:show } |
| 5 |
|
|
td, th { vertical-align:top; font-size:12pt;} |
| 6 |
|
|
h1, h2, h3, h4, h5, h6 { clear:both } |
| 7 |
|
|
ol, ul { margin:0; padding:0;} |
| 8 |
|
|
li { list-style: none; margin:0; padding:0;} |
| 9 |
|
|
<!-- "li span.odfLiEnd" - IE 7 issue--> |
| 10 |
|
|
li span. { clear: both; line-height:0; width:0; height:0; margin:0; padding:0; } |
| 11 |
|
|
span.footnodeNumber { padding-right:1em; } |
| 12 |
|
|
span.annotation_style_by_filter { font-size:95%; font-family:Arial; background-color:#fff000; margin:0; border:0; padding:0; } |
| 13 |
|
|
* { margin:0;} |
| 14 |
|
|
.fr1 { border-style:none; font-size:12pt; margin-bottom:0in; margin-left:0in; margin-right:0in; margin-top:0in; padding:0in; font-family:Liberation Serif; text-align:center; vertical-align:top; writing-mode:lr-tb; } |
| 15 |
|
|
.fr2 { font-size:12pt; font-family:Liberation Serif; text-align:center; vertical-align:top; writing-mode:lr-tb; margin-left:0in; margin-right:0in; margin-top:0in; margin-bottom:0in; padding:0in; border-style:none; } |
| 16 |
|
|
.Heading_20_1 { font-size:130%; margin-bottom:0.0799in; margin-top:0in; font-family:Liberation Sans; writing-mode:page; font-weight:bold; } |
| 17 |
|
|
.Illustration { font-size:12pt; font-style:italic; margin-bottom:0.0835in; margin-top:0.0835in; font-family:Liberation Serif; writing-mode:page; } |
| 18 |
|
|
.P1 { font-size:12pt; margin-bottom:0.1701in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 19 |
|
|
.P10 { font-size:12pt; line-height:120%; margin-bottom:0.0972in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 20 |
|
|
.P11 { font-size:12pt; line-height:120%; margin-bottom:0.0972in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 21 |
|
|
.P12 { font-size:12pt; line-height:120%; margin-bottom:0.0972in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 22 |
|
|
.P13 { font-size:115%; font-style:italic; font-weight:bold; margin-bottom:0.0835in; margin-top:0.139in; font-family:Liberation Sans; writing-mode:page; } |
| 23 |
|
|
.P14 { font-size:115%; font-style:italic; font-weight:bold; margin-bottom:0.0835in; margin-top:0.139in; font-family:Liberation Sans; writing-mode:page; } |
| 24 |
|
|
.P2 { font-size:12pt; margin-bottom:0.1701in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 25 |
|
|
.P3 { font-size:12pt; margin-bottom:0.1701in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 26 |
|
|
.P4 { font-size:12pt; margin-bottom:0.1701in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 27 |
|
|
.P5 { font-size:12pt; margin-bottom:0.0799in; margin-top:0.0799in; font-family:Liberation Serif; writing-mode:page; } |
| 28 |
|
|
.P6 { font-size:12pt; line-height:120%; margin-bottom:0.0972in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 29 |
|
|
.P7 { font-size:12pt; line-height:120%; margin-bottom:0.0972in; margin-top:0in; font-family:Liberation Serif; writing-mode:page; } |
| 30 |
|
|
.P8_borderStart { background-color:#dddddd; font-size:10pt; margin-top:0in; font-family:Liberation Mono; writing-mode:page; padding-bottom:0in; border-bottom-style:none; } |
| 31 |
|
|
.P8 { background-color:#dddddd; font-size:10pt; font-family:Liberation Mono; writing-mode:page; padding-bottom:0in; padding-top:0in; border-top-style:none; border-bottom-style:none; } |
| 32 |
|
|
.P8_borderEnd { background-color:#dddddd; font-size:10pt; margin-bottom:0in; font-family:Liberation Mono; writing-mode:page; padding-top:0in; border-top-style:none;} |
| 33 |
|
|
.P9_borderStart { background-color:#dddddd; font-size:10pt; margin-top:0in; font-family:Liberation Mono; writing-mode:page; padding-bottom:0.1701in; border-bottom-style:none; } |
| 34 |
|
|
.P9 { background-color:#dddddd; font-size:10pt; font-family:Liberation Mono; writing-mode:page; padding-bottom:0.1701in; padding-top:0in; border-top-style:none; border-bottom-style:none; } |
| 35 |
|
|
.P9_borderEnd { background-color:#dddddd; font-size:10pt; margin-bottom:0.1701in; font-family:Liberation Mono; writing-mode:page; padding-top:0in; border-top-style:none;} |
| 36 |
|
|
.Standard { font-size:12pt; font-family:Liberation Serif; writing-mode:page; margin-top:0in; margin-bottom:0.1701in; } |
| 37 |
|
|
.function_borderStart { font-size:10pt; margin-top:0in; font-family:Liberation Mono; writing-mode:page; background-color:#dddddd; padding-bottom:0.1701in; border-bottom-style:none; } |
| 38 |
|
|
.function { font-size:10pt; font-family:Liberation Mono; writing-mode:page; background-color:#dddddd; padding-bottom:0.1701in; padding-top:0in; border-top-style:none; border-bottom-style:none; } |
| 39 |
|
|
.function_borderEnd { font-size:10pt; margin-bottom:0.1701in; font-family:Liberation Mono; writing-mode:page; background-color:#dddddd; padding-top:0in; border-top-style:none;} |
| 40 |
|
|
.Table1 { float:none; } |
| 41 |
|
|
.Table1_A1 { padding:0.0382in; border-left-width:thin; border-left-style:solid; border-left-color:#000000; border-right-style:none; border-top-width:thin; border-top-style:solid; border-top-color:#000000; border-bottom-width:thin; border-bottom-style:solid; border-bottom-color:#000000; } |
| 42 |
|
|
.Table1_A2 { padding:0.0382in; border-left-width:thin; border-left-style:solid; border-left-color:#000000; border-right-style:none; border-top-style:none; border-bottom-width:thin; border-bottom-style:solid; border-bottom-color:#000000; } |
| 43 |
|
|
.Table1_C1 { padding:0.0382in; border-width:thin; border-style:solid; border-color:#000000; } |
| 44 |
|
|
.Table1_C2 { padding:0.0382in; border-left-width:thin; border-left-style:solid; border-left-color:#000000; border-right-width:thin; border-right-style:solid; border-right-color:#000000; border-top-style:none; border-bottom-width:thin; border-bottom-style:solid; border-bottom-color:#000000; } |
| 45 |
|
|
.Bullet_20_Symbols { font-family:OpenSymbol; } |
| 46 |
|
|
<!-- ODF styles with no properties representable as CSS --> |
| 47 |
|
|
.Table1.A .Table1.B .Table1.C .T1 .T2 .T3 .T4 .T5 { } |
| 48 |
|
|
</style></head><body dir="ltr" style="max-width:8.2681in;margin-top:0.7874in; margin-bottom:0.7874in; margin-left:0.7874in; margin-right:0.7874in; writing-mode:lr-tb; "><h1 class="Heading_20_1"><a id="a__TIBTreeView"><span/></a>TIBTreeView</h1><!--Next 'div' was a 'text:p'.--><div class="P1"><!--Next 'div' is emulating the top hight of a draw:frame.--><!--Next ' |
| 49 |
|
|
div' is a draw:frame. |
| 50 |
|
|
--><div style="width:6.6929in; padding:0; float:left; position:relative; left:0cm; " class="fr1" id="Frame1"><!--Next 'div' was a 'draw:text-box'.--><div style="min-height:4.2102in;"><!--Next 'div' was a 'text:p'.--><div class="Illustration"><!--Next 'div' is emulating the top hight of a draw:frame.--><!--Next ' |
| 51 |
|
|
div' is a draw:frame. |
| 52 |
|
|
--><div style="height:4.2102in;width:6.6929in; padding:0; float:left; position:relative; left:0cm; " class="fr2" id="Image1"><img style="height:10.6939cm;width:17cm;" alt="" src="data:image/*;base64,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"/></div><!--Next 'div' added for floating.--><div style="position:relative; left:0cm;">Illustration <a id="refIllustration0"/>1: TIBTreeView Example</div></div><div style="clear:both; line-height:0; width:0; height:0; margin:0; padding:0;"> </div></div></div></div><div style="clear:both; line-height:0; width:0; height:0; margin:0; padding:0;"> </div><p class="P2">TIBTreeView is a data aware descendent of a TCustomTreeView and is used to present a hierarchically organised data set in a tree view. <span class="T3">Tree Node </span>Insertion, Deletion and Modification are supported, as <span class="T3">is</span> moving (e.g. using drag and drop) nodes from one part of the tree to another. The underlying dataset cursor is always positioned to reflect the currently selected tree node. It can thus be used to select a row for detailed editing. <span class="T1">SQL Manipulation is used to load the tree as a series of separate queries.</span></p><p class="P2"><a href="#refIllustration0">Illustration 1</a> Is taken from ibx/examples/ibtreeview and uses the Firebird example “employee” database. This database contains a hierarchically organised table “DEPARTMENT” and which is used for the example.</p><p class="P2">To use a TIBTreeView, <span class="T1">simply drop it on to a form, set the DataSource property, and, as a minimum, the TextField, ParentField and KeyField properties as defined below.</span></p><p class="P3">The DataSet must have a single primary key field.</p><h2 class="P13"><a id="a__TIBTreeView_Properties"><span/></a>TIBTreeView Properties</h2><table border="0" cellspacing="0" cellpadding="0" class="Table1"><colgroup><col/><col/><col/></colgroup><tr><td style="text-align:left;" class="Table1_A1"><p class="P5">DataSource</p></td><td style="text-align:left;" class="Table1_A1"><p class="P5">TDataSource</p></td><td style="text-align:left;" class="Table1_C1"><p class="P5">Identifies the source of the data to present using the tree view</p></td></tr><tr><td style="text-align:left;" class="Table1_A2"><p class="P5">TextField</p></td><td style="text-align:left;" class="Table1_A2"><p class="P5">string</p></td><td style="text-align:left;" class="Table1_C2"><p class="P5">The field name of the column used to source each node's display text</p></td></tr><tr><td style="text-align:left;" class="Table1_A2"><p class="P5">KeyField</p></td><td style="text-align:left;" class="Table1_A2"><p class="P5">string</p></td><td style="text-align:left;" class="Table1_C2"><p class="P5">The field name of the column used to source each node's <span class="T4">primary </span>key.</p></td></tr><tr><td style="text-align:left;" class="Table1_A2"><p class="P5">ParentField</p></td><td style="text-align:left;" class="Table1_A2"><p class="P5">string</p></td><td style="text-align:left;" class="Table1_C2"><p class="P5">The field name of the column used to identify the primary key of the parent row. This field is null for a root element.</p></td></tr><tr><td style="text-align:left;" class="Table1_A2"><p class="P5">HasChildField</p></td><td style="text-align:left;" class="Table1_A2"><p class="P5">string</p></td><td style="text-align:left;" class="Table1_C2"><p class="P5">Optional. The field name of the column used to indicate whether or not the row has child nodes. When present, th<span class="T4">e field</span> should return an integer value with non-zero values implying that child nodes exist.</p></td></tr><tr><td style="text-align:left;" class="Table1_A2"><p class="P5">RelationName</p></td><td style="text-align:left;" class="Table1_A2"><p class="P5">string</p></td><td style="text-align:left;" class="Table1_C2"><p class="P5">Optional. The Child Field is typically the result of joining the table to itself and is a count of child rows. However, this can result in ambiguous column names when the SQL is <span class="T4">manipulated.</span> This property should contain the Table Alias used to <span class="T2">select</span> <span class="T2">the Key, Text and Parent Fields (see example).</span></p></td></tr></table><p class="P6"> </p><h2 class="P14"><a id="a__TIBTreeView_Methods"><span/></a>TIBTreeView Methods</h2><p class="function">function GetNodePath(Node: TTreeNode): T<span class="T3">V</span>ariantArray</p><p class="P7">Returns a Variant array containing the primary key values of the Node and its parents from the root node downwards.</p><p class="function">function FindNode(KeyValuePath: array of variant; SelectNode: boolean): TIBTreeNode; </p><p class="Standard">Returns the TTreeNode identified by the KeyValuePath. The KeyValuePath is an array comprising a list of primary key values walking the tree down from the root node to the requested node.</p><p class="Standard">If <span class="T3">SelectNode is true then the returned node is also selected.</span></p><p class="P4">This function can be used to select the tree node using the node path returned by an earlier cal<span class="T4">l </span>to the function GetNodePath.</p><p class="function">function FindNode(KeyValue: variant): TIBTreeNode; </p><p class="P7">Returns the tree node with the primary key given by KeyValue. Note: this forces the whole tree to be loaded by a call to TcustomTreeView.FullExpand.</p><h2 class="P14"><a id="a__Drag_and_Drop"><span/></a>Drag and Drop</h2><p class="P7">Drag and drop is supported by T<span class="T4">C</span>ustomTreeView without the need for additional support from TIBTreeView. In the example, drag and drop is enabled b<span class="T5">y</span>:</p><ul><li><p class="P10" style="margin-left:0cm;"><span class="Bullet_20_Symbols" style="display:block;float:left;min-width:0.635cm;">•</span>DragMode set to automatic<span class="odfLiEnd"/> </p></li><li><p class="P11" style="margin-left:0cm;"><span class="Bullet_20_Symbols" style="display:block;float:left;min-width:0.635cm;">•</span>The OnDragOver Event handled by:<span class="odfLiEnd"/> </p></li></ul><p class="P8_borderStart">procedure TForm1.IBTreeView1DragOver(Sender, Source: TObject; X, Y: Integer;</p><p class="P8"> State: TDragState; var Accept: Boolean);</p><p class="P8">begin</p><p class="P8"> Accept := Source = Sender</p><p class="P9_borderEnd">end; </p><ul><li><p class="P12" style="margin-left:0cm;"><span class="Bullet_20_Symbols" style="display:block;float:left;min-width:0.635cm;">•</span>The OnDragDrop Event Handled by:<span class="odfLiEnd"/> </p></li></ul><p class="P8_borderStart">procedure TForm1.IBTreeView1DragDrop(Sender, Source: TObject; X, Y: Integer);</p><p class="P8">var Node: TTreeNode;</p><p class="P8"> tv: TTreeView;</p><p class="P8">begin</p><p class="P8"> if Source = Sender then {Dragging within Tree View}</p><p class="P8"> begin</p><p class="P8"> tv := TTreeView(Sender);;</p><p class="P8"> Node := tv.GetNodeAt(X,Y); {Drop Point}</p><p class="P8"> if assigned(tv.Selected) and (tv.Selected <> Node) then</p><p class="P8"> begin</p><p class="P8"> if Node = nil then</p><p class="P8"> tv.Selected.MoveTo(nil,naAdd) {Move to Top Level}</p><p class="P8"> else</p><p class="P8"> begin</p><p class="P8"> if ssCtrl in GetKeyShiftState then</p><p class="P8"> begin</p><p class="P8"> Node.Expand(false);</p><p class="P8"> tv.Selected.MoveTo(Node,naAddChildFirst)</p><p class="P8"> end</p><p class="P8"> else</p><p class="P8"> tv.Selected.MoveTo(Node,naInsertBehind)</p><p class="P8"> end;</p><p class="P8"> end;</p><p class="P8"> end;</p><p class="function_borderEnd">end; </p><p class="Standard">Note that the above applies the convention that if the “control” key is held down while the node is “dropped” then it is added as a child node. Otherwise, it is added as a sibling.</p></body></html> |
