OBLICZENIA:
1.Błąd pomiaru:
δU1=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{2,129V - 2,130V}{2,130V}*100\%$=0,047%
δU2=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{3,607V - 3,6V}{3,6V}*100\%$=0,19%
δU3=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{4,008V - 4V}{4V}*100\%$=0,2%
δU4=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{4,508V - 4,5V}{4,5V}*100\%$=0,18%
δU5=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{6,610V - 6,6V}{6,6V}*100\%$=0,15%
δU6=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{7,411V - 7,4V}{7,4V}*100\%$=0,15%
δU7=$\frac{U_{w} - E_{n}}{E_{n}}*100\%$=$\frac{0,384V - 0,38V}{0,38V}*100\%$=1,05%
δUsr=(0,047%+0,19%+0,2%+0,18%+0,15%+0,15%+1,05%)/7=0,281%
2.Okres przetwarzania
Dla U = 0, 723V Tp1 = t0 + Δt = 1, 2ms + 19ms=20,2ms
Dla U = 1, 002V Tp1 = t0 + Δt = 2ms + 19ms=21ms
Dla U = 1, 313V Tp1 = t0 + Δt = 2, 8ms + 19ms=21,7ms
Dla U = 2, 001V Tp1 = t0 + Δt = 4ms + 19ms=23ms
Dla U = 2, 511V Tp1 = t0 + Δt = 5, 6ms + 19ms=24,6ms
Dla U = 2, 996V Tp1 = t0 + Δt = 6, 4ms + 19ms=25,4ms
Dla U = 3, 217V Tp1 = t0 + Δt = 6, 8ms + 19ms=25,8ms
Dla U = 4, 018V Tp1 = t0 + Δt = 8, 8ms + 19ms=27,8ms
Dla U = 4, 680V Tp1 = t0 + Δt = 9, 6ms + 19ms=28,6ms
Dla U = 4, 996V Tp1 = t0 + Δt = 10, 4ms + 19ms=29,4ms
Współczynnik tłumienia zakłóceń β:
β1 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{2,130V}{2,129V}$=0,004[dB]
β2 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{3,6V}{3,607V}$=-0,017[dB]
β3 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{4V}{4,008V}$=-0,017[dB]
β4 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{4,5V}{4,508V}$=-0,015[dB]
β5 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{6,6V}{6,61V}$=-0,013[dB]
β6 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{7,4V}{7,411V}$=0,013[dB]
β7 =20lg$\frac{U_{z}}{U_{\text{wy}}}$=20lg$\frac{0,38V}{0,384V}$=0,09[dB]
Prostokątny dla amplitudy A=2,5Ω:
$\delta_{k} = \frac{U_{k} - U_{\sim}}{U_{\sim}}$=$\frac{2,416V - 1,753V}{1,753V}$=0,378
Trójkątny dla amplitudy A=2,5Ω:
$\delta_{k} = \frac{U_{k} - U_{\sim}}{U_{\sim}}$=$\frac{1,422V - 1,753V}{1,753V}$=-0,177