U_H = |5%•U_H|

U_H = |5%•0,331| = 0, 01655[V] ≈ 0, 017[V]

$$I_{s} = \frac{klasa\ przyrzadu \bullet zakres}{100} = \frac{0,5 \bullet 15}{100} = 0,075\ \lbrack\text{mA}\rbrack$$

B_n = B₀sin(α−α₀) 

B_n = 0, 5[T] • sin(0−76) ≈ −0, 485[T] 

Gdzie, B₀ = 0,5 [T]

ΔB_n = |2%•B_n| 

ΔB_n = |2%•(−0,485[T])| = 0, 0097[T] ≈ 0, 01[T]

$$\gamma = \frac{U_{H}}{I_{s} \bullet B_{n}}$$

$$\gamma = \frac{0,331\lbrack V\rbrack}{11\lbrack mA\rbrack \bullet \left( - 0,485\lbrack T\rbrack \right)} \approx - 0,062\left\lbrack \frac{V}{mA \bullet T} \right\rbrack$$

$$\gamma = \left( \left| \frac{U_{H}}{U_{H}} \right| + \left| \frac{I_{s}}{I_{s}} \right| + \left| \frac{B_{n}}{B_{n}} \right| \right)\left| \gamma \right|$$

$$\gamma = \left( \left| \frac{0,017}{0,331} \right| + \left| \frac{0,075}{11} \right| + \left| \frac{0,010}{- 0,485} \right| \right) \bullet \left| - 0,062 \right| \approx 0,005\left\lbrack \frac{V}{mA \bullet T} \right\rbrack$$

$$n = \frac{1}{e \bullet \gamma \bullet d}$$

$$n = \frac{1}{1,6 \bullet 10^{- 19}\lbrack C\rbrack \bullet \left( - 62\left\lbrack \frac{V}{A \bullet T} \right\rbrack \right) \bullet 2 \bullet 10^{- 6}\lbrack m\rbrack} \approx - 5,04 \bullet 10^{22}\left\lbrack \frac{1}{m^{3}} \right\rbrack$$

$$n = \left( \left| \frac{d}{d} \right| + \left| \frac{\gamma}{\gamma} \right| \right)\left| n \right|$$