Plane 1 11 4

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Plane) And 1 If bitVal = 1 Then Dim byteIndex As Integer, bitIndex As Integer byteIndex = x \ 8 bitIndex = 7 - (x Mod 8) Dim currByte As Integer currByte = Asc(Mid$(planeData(plane), byteIndex + 1, 1)) currByte = currByte Or _ShL(1, bitIndex) Mid$(planeData(plane), byteIndex + 1, 1) = Chr$(currByte) End If Next plane Next x ' RLE kódování pro obě roviny daného řádku RLE encode each plane for the current line Dim p As Integer For p = 0 To 1 Dim rawLine As String, encoded As String rawLine = planeData(p) encoded = "" Dim iPos As Integer iPos = 1 Do While iPos Dim currentByte As Integer, count As Integer currentByte = Asc(Mid$(rawLine, iPos, 1)) count = 1 Do While (iPos + count If Asc(Mid$(rawLine, iPos + count, 1)) = currentByte Then count = count + 1 Else Exit Do End If Loop If (count = 1) And (currentByte encoded = encoded + Chr$(currentByte) Else encoded = encoded + Chr$(192 + count) + Chr$(currentByte) End If iPos = iPos + count Loop ' Zápis RLE kódovaných dat pro danou rovinu Write encoded data for this plane Put #fileNum, , encoded Next p Next y _Source s Close #fileNumEnd Sub' -------------------------------------------------------------------------------------------------------' SUB SavePCX16Clr – uloží obrázek jako 16barevný (4bitový) PCX soubor.' SUB SavePCX16Clr – saves the image as a 16-color (4-bit) PCX file.' Vstupní parametry: image (ukazatel na obrázek s indexovanými hodnotami 0–15), fileName (název souboru)' Input parameters: image (image pointer with indexed values 0–15), fileName (output file name)' -------------------------------------------------------------------------------------------------------Sub SavePCX16Clr (image As Long, fileName As String) ' Získání rozměrů obrázku / Get image dimensions Dim width As Integer, height As Integer width = _Width(image) height = _Height(image) ' Výpočet bajtů na rovinu: (width+7)\8 a zarovnání na sudé číslo Calculate bytes per line and align to even number Dim bytesPerLine As Integer bytesPerLine = (width + 7) \ 8 If (bytesPerLine Mod 2) 0 Then bytesPerLine = bytesPerLine + 1 status = GetUsedColors(image) myMask$ = TransformMask ' ----------------------------------------------------------- ' Sestavíme paletu 16 EGA barev Build a 16-color EGA palette ' EGA barvy: ' 0: černá (0,0,0) ' 1: modrá (0,0,170) ' 2: zelená (0,170,0) ' 3: cyan (0,170,170) ' 4: červená (170,0,0) ' 5: magenta (170,0,170) ' 6: hnědá (170,85,0) ' 7: světle šedá (170,170,170) ' 8: tmavě šedá (85,85,85) ' 9: jasně modrá (85,85,255) ' 10: jasně zelená (85,255,85) ' 11: jasně cyan (85,255,255) ' 12: jasně červená (255,85,85) ' 13: jasně magenta (255,85,255) ' 14: žlutá (255,255,85) ' 15: bílá (255,255,255) ' ------------------------------ Dim paletteData As String paletteData = "" ' V PCX 16barevném formátu se standardně očekává EGA paleta, ale zde může být nahrazena barvami z obrázku. ' In PCX 16-color format, the standard EGA

Five steps: (a) Step 0, (b) Step 1, (c) Step 2, (d) Step 3, (e) Step 4 (Proposed). Figure 3. Design evolution of the antenna in five steps: (a) Step 0, (b) Step 1, (c) Step 2, (d) Step 3, (e) Step 4 (Proposed). Figure 4. Simulated |S11| of design evolution. Figure 4. Simulated |S11| of design evolution. Figure 5. Current distribution at (a) 1.8 GHz, (b) 2.45 GHz, (c) 5.8 GHz. Figure 5. Current distribution at (a) 1.8 GHz, (b) 2.45 GHz, (c) 5.8 GHz. Figure 6. Analysis of bending states (at different radii) of the proposed antenna on cuboid phantom at (a) R1 = 25 mm, (b) R2 = 35 mm, (c) R3 = 45 mm. Figure 6. Analysis of bending states (at different radii) of the proposed antenna on cuboid phantom at (a) R1 = 25 mm, (b) R2 = 35 mm, (c) R3 = 45 mm. Figure 7. Comparison of |S11| at different radii of the phantom: 25, 35, and 45 mm. Figure 7. Comparison of |S11| at different radii of the phantom: 25, 35, and 45 mm. Figure 8. Comparison of antenna’s input impedance in the air (without the human body) and on the human body. Figure 8. Comparison of antenna’s input impedance in the air (without the human body) and on the human body. Figure 9. Comparison of antenna’s efficiency in the air (without the human body) and on the human body. Figure 9. Comparison of antenna’s efficiency in the air (without the human body) and on the human body. Figure 10. Comparison of antenna’s |S11| parameters at different distances from human body. Figure 10. Comparison of antenna’s |S11| parameters at different distances from human body. Figure 11. Comparison of antenna’s peak gain at different distances from human body. Figure 11. Comparison of antenna’s peak gain at different distances from human body. Figure 12. Antenna’s fabricated prototype: (a) Top, (b) Bottom, (c) In a random conformal state. Figure 12. Antenna’s fabricated prototype: (a) Top, (b) Bottom, (c) In a random conformal state. Figure 13. Antenna’s bending at different radii (in air): (a) 45 mm, (b) 35 mm, (c) 25 mm. Figure 13. Antenna’s bending at different radii (in air): (a) 45 mm, (b) 35 mm, (c) 25 mm. Figure 14. Antenna’s measurement: (a) On wrist, (b) On arm, (c) On chest. Figure 14. Antenna’s measurement: (a) On wrist, (b) On arm, (c) On chest. Figure 15. Comparison of simulated and measured reflection coefficients. Figure 15. Comparison of simulated and measured reflection coefficients. Figure 16. Comparison of measured reflection coefficients in different bending scenarios (at 25 mm, 35 mm, and 45 mm). Figure 16. Comparison of measured reflection coefficients in different bending scenarios (at 25 mm, 35 mm, and 45 mm). Figure 17. Comparison of simulated and measured radiation patterns of the proposed antenna (a) H-plane at 1.8 GHz (b) E-plane at 1.8 GHz (c) H-plane at 2.45 GHz (d) E-plane at 2.45 GHz (e) H-plane at 5.8 GHz (f) E-plane at 5.8 GHz. Figure

For the Support, choose the plane created in Step 2. Place this in any XYZ direction that is the least perpendicular to the support plane. The length Start and End values can be any values chosen by you.5) Next, we will define the contour of the emboss walls. Create a line using “Angle/Normal to Curve” as the Line type. Use the line created in the previous step for the Curve, the Plane created in Step 2 for the support, and the point created in Step 1 for the Point. The angle will define one side of your emboss wall and can be chosen by you. The length can be chosen by you too, however, it must be long enough to intersect the other walls that will be created shortly. These values can be adjusted at any point in the process and will be reviewed later on.6) Parallel this line using the plane created in Step 2 as the support. The offset value, or “Constant” will define where you want your wall to be with regards to the emboss center.7) Create a sweep with “Line as the Profile” Type using the newly created Parallel as well as the plane created in Step 2 the as input for the Reference surface and Guide curve 1, respectively.8) Copy the Side 1 geoset and paste in the Emboss 1 geoset. Rename this geoset “Side 2”. Renaming can be done by right clicking the geoset, selecting Properties, and then going to the tab named “Feature Properties”. Here, there will be a box to edit the Feature Name. Edit this box to change the name of the geoset.Note: The copy/paste portion of this process can be replicated using Powercopy. This process will be covered shortly using the finished emboss geometry.9) Edit the Parallel line within Side 2 so that it is at the desired offset for your next wall. Reverse parallel and sweep directions if necessary.10) You now have 2 of the 4 walls of your emboss.11) Copy Side 1 and Side 2, paste them in Emboss 1 and rename them Side 3 and Side 4,