6.3 Suspended Ceiling Design Process - Bilkent University

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The Program Code in Microsoft Visual Basic ' Reachability Macro ' This macro partitions the matrix based on the reachability matrix result ' Option Explicit Option Base 1 Public reach As Variant 'reach contains the elements in the reachability matrix Dim temp1, temp2 As Variant Public color(150) Sub reachability_matrix() Dim i, j, k, m As Integer ReDim reach(n, n), temp1(n, n), temp2(n, n) Dim counter As Integer '''''''''''''''''''''''''''''''''''''' ' Clear contents Application.ScreenUpdating = False Partitioned = 1 ' flag to indicate that the problem is partitioned now 'Worksheets("DSM").Select 'Cells(2, 1).Select 'counter = 1 'Do While (Len(ActiveCell.Value) > 0) ' color(counter) = ActiveCell.Interior.ColorIndex ' counter = counter + 1 ' Cells(1 + counter, 1).Select 'Loop Worksheets("New Sequence").Select Range(Cells(1, 2), Cells(250, 250)).Select Selection.ClearContents Cells(1, 1).Select Worksheets("Partitioned DSM").Select Range(Cells(1, 1), Cells(250, 250)).Select Selection.ClearContents With Selection.Interior .ColorIndex = 2 .Pattern = xlPatternNone 225
End With For i = 1 To n Cells(i + 2, i + 2).Select With Selection.Interior .ColorIndex = 1 .Pattern = xlSolid End With Next i '''''''''''''''''''''''''''''''''''''''''''''''' For i = 1 To n 'loading DSM(n,n,1) values For j = 1 To n DSM(i, j, 1) = Worksheets("DSM").Cells(i + 1, j + 2) Next j Next i For i = 1 To n DSM(i, i, 1) = 1 Next i For i = 1 To n For j = 1 To n temp2(i, j) = DSM(i, j, 1) Next j Next i Sheets("DSM").Select 'loading parameters Cells(2, 1).Select For i = 1 To n Parameter(i) = Cells(i + 1, 1) color(i) = ActiveCell.Interior.ColorIndex Cells(2 + i, 1).Select Next i 'start calculating the reachability matrix For i = 1 To n - 1 For j = 1 To n For k = 1 To n temp1(j, k) = temp2(j, k) Next k Next j For j = 1 To n m = 1 Do Until m > n For k = 1 To n temp2(j, m) = temp1(j, k) * DSM(k, m, 1) + temp2(j, m) If temp2(j, m) > 1 Then temp2(j, m) = 1 Next k m = m + 1 226
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REPRESENTING INFORMATION FLOW IN BU
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ABSTRACT REPRESENTING INFORMATION F
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ACKNOWLEDGEMENTS Foremost, I would
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2.2.3.4 Types of Information Models
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5.3.3.1 Classification According to
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8.3 Suggestions for Further Researc
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LIST OF FIGURES Figure 1.1: A Gener
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Figure 6.13: Initial Parameter-base
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in many building projects. This is
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process modeling method for buildin
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educational approaches, studies of
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2. COLLABORATIVE DESIGN RESEARCH IN
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graphical interface to the Internet
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member are not agreed to by other m
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There is also considerable interest
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models are interdependent and they
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5. Incomplete, uncertain, and untim
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2.2.3.3 Advantages of the Informati
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process development effort is highl
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emerge at the early 1970s, moved aw
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the GDCPP. From the point of view o
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3.2.1 Network Models Network models
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interpreted as resources. The idea
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(1999) applied these concepts to a
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Input Figure 3.5: A Generic IDEF0 D
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world with an independent existence
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Figure 3.7: A Generic UML Activity
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side indicating the scheduled start
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4. DESIGN STRUCTURE MATRIX METHOD T
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need to be made. No optimal method
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aim is to move the above diagonal m
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is built, it can serve as a platfor
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4.2.1 Component-based DSM System en
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epresenting them as connections bet
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Kusiak, 1996). While the DSM can be
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since high-level processes sometime
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(a) (b) Figure 4.6: A Parameter-bas
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2. Importance ratings: A scale can
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Besides adding extra attributes to
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versions of the model a binary info
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problem without the framework model
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select a task for decomposition and
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developed such as interaction chart
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contracts. In current practice for
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completed. The former is called une
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Browning, 1998) found that addition
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A parameter-based DSM may provide i
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5.2.2 Process Integration The situa
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Figure 5.1: Two Coupled Activities
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Although representing parameter val
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5.3.1 Assumptions and Scope of the
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In order to develop the IFC specifi
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object must support a variety of AE
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Figure 5.6: Four different Views of
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countries which have a classificati
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process integration. Therefore, in
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technical terms. Furthermore, some
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the DSM and to denote the performan
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ased DSM. Since such DSMs are low-l
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modeling of information management
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Architect Design Engineers User Int
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Figure 5.12: A Workflow Proposal fo
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study, which analyzes elevator desi
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parameters were defined according t
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plenum, hangers, and wall angles. T
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suspension system. Fittings support
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constraints to the integrated syste
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leaded by a chief engineer. Design
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P8 P8 P8 P8 P8 P8 P8 P8 180 90 180
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Infrastructure design: 2 people At
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6.4.4.1 The Design Configuration Th
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parameter relationships. However, o
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Study Feasibility A1 Select Suspend
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Figure 6.7: An IDEF0 Model of Suspe
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Figure 6.9: An IDEF0 Model of Suspe
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Figure 6.10: An Example System Desc
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Performance Requirements System Lev
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Performance Requirements System Lev
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Thermal Performance Lighting Perfor
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6.5 Results and Discussion 6.5.1 Ob
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plenum. Several different schemes m
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6.5.3 A Comparison between the Asse
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performance requirements drive desi
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finding supports the comments made
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applied by an electric driving mach
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surfaces. One rail is installed on
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Elevator design process begins with
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Having decided the car, hoistway, a
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4. It is assumed that there is no n
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2. Occasionally, different design p
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Figure 7.2: The Context Diagram of
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Figure 7.4: An IDEF0 Model of Eleva
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Figure 7.6: An IDEF0 Model of Detai
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System Level Parameters Analyze Ele
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Page 191 and 192: time, round trip time, and number o
Page 193 and 194: there are large cycles. This sugges
Page 195 and 196: such formulas than suspended ceilin
Page 197 and 198: Furthermore, it was observed in the
Page 199 and 200: 3. In order to deal with large DSMs
Page 201 and 202: observed in the case studies includ
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Page 205 and 206: developers can use the method to in
Page 207 and 208: Baldwin, A. N., Austin, S., Hassan,
Page 209 and 210: Denker, S., Steward, D. and Brownin
Page 211 and 212: Karhu, V. (2001). A Model based App
Page 213 and 214: Problematics. (2003). Problematics
Page 215 and 216: Suh, N. P. (1998). Axiomatic Design
Page 217 and 218: January 20, 2003, from http://www.c
Page 219 and 220: A.1 Classification of Building Part
Page 221 and 222: • Time (aesthetic service life)
Page 223 and 224: B.1 Suspended Ceiling Design Parame
Page 225 and 226: Panel Acoustics NRC: Noise Reductio
Page 227 and 228: B.2 Elevator Design Parameter Defin
Page 229 and 230: Floor Area: The areas of the floors
Page 231 and 232: UpPeak Interval: The interval betwe
Page 233 and 234: C.1 A Computer Program For Building
Page 235 and 236: Figure 3. Unpartitioned Matrix The
Page 237 and 238: 'fill in matrix titles For counter
Page 239: 4. Open the sheet “partitioned DS
Page 243 and 244: End If Next j total_row(i) = k 'ass
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