Impedance vedení
Obecně lze určit impedanci vedení změřením kapacity naprázdno a indukčnosti nakrátko.
Z = √(L / C)
a někde jsem našel nepodložený vzorec pro výpočet zkracovacího činitele k = Z * C * 3e8, ale nesedělo mi to
Impedance žebříčku (dvoudrátové vedení) ve vzduchu
Z = 276 * log10 (2a / d)
kde
a je rozteč vodičů
d je průměr vodičů
příklad: drát průměr 2mm, rozteč vodičů 50 mm
Z = 276 * log (2*50 / 2) = 469 ohmů
Pro drát průřezu 2,5mm je pro 450 ohmů potřebná vzdálenost 38mm.
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STL model pro žebříček 450ohmů s dilatací 38mm a kabel CYA 2,5 s izolací o vnějším průměru 3,5mm: zebricek.stl
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)
Souosé (koaxiální) vedení
Z = 138 * log10 (D / d) / √εr
kde
D - průměr plastě
d - průměr žíly
εr - relativní permitivita (vzduch = 1, PE = 2.3, pěnové PE dielektrikum ≈ 1.49 (1.38-1.6), teflon = 2,1)
Zkracovací činitel k pro PE je 0,66, pro pěnové dielektrikum je cca 0,82 (0,79-0,85)
k = 1 / √εr
odkaz na parametry koaxiálních kabelů
Mikropáskové vedení
výpočty páskového vedení txline2003, dps-az, emTalk, impedance calulator, impedance calculators
Pro materiál FR4 relativní permitivita εr = 4,5 (4,2), ztrátovýý činitel tgδ = 0,03.
Parametry páskového vedení 50ohmů, kde spodní vrstva je měď:
Dvouvrstvá deska (FR4 1,52mm εr=4,5), single - bez okolní mědi: s maskou pásek 80mil (bez masky 105mil)
Dvouvrstvá deska (FR4 1,52mm εr=4,5), coplanární - obklopený mědí: s maskou pásek 70mil, izolační mezera 30mil (bez masky vodič 105mil)
Čtyřvrstvá deska (2* prepreg 1080 tl 0,135mm εr=3,5), single - bez okolní mědí: s maskou pásek 8mil
Čtyřvrstvá deska (2* prepreg 1080 tl 0,135mm εr=3,5), coplanární - obklopený mědí: s maskou pásek 8mil, izolační mezera 10mil (lze i 8/8)
Návrh a analýza mikropáskových vedeni dle : Ansoft Designer SV, Qucs, Sonnet Lite, WinMide
Vedení naprázdno / nakrátko
![](http://dlabos.wz.cz/en/Vysokofrekvencni_vedeni_html_443a6b51.png)
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