Ibias IH.V = Expected Id Measured IL.V Errors % A Ibias / IL.V = calculated (A) kHV A (Ibias Id) R Y B R Y B – / kLV (A) 1.25 0.300 1.50 0.400 1.75 0.500 2.00 0.600 2.25 0.700 2.50 0.800 Limits; ± 2 %Ir According to the Technical Reference Catalogue Page24 – SLOPE Secton3 (All Values as an example) Repeat the test and check the result with the following equation; When bias current is more than: Ibias End section2 ≥ Trip Id = (Idmin + slope section2/100*(End section2 - End section1)) + (Slope section3/100 * (Ibias- End section2)) A Set End section1 = 1.25 End section2 =3.0 section1 = 40% Slope section2 = 80% Idmin = 0.3 I bias IH.V = Expected Id Measured IL.V Errors % IL.V = A Ibias / (Ibias Id) / kLV calculated (A) – kHV A (A) R Y B R Y B 3.0 1.000 3.5 1.400
Ibias A IH.V = Ibias / kHV A Expected IL.V = (Ibias – Id) / kLV (A) Id calculated Measured IL.V (A) Errors % R Y B R Y B 1.25 0.300 1.50 0.400 1.75 0.500 2.00 0.600 2.25 0.700 2.50 0.800 Limits; ± 2 %Ir According to the Technical Reference Catalogue – Page24 SLOPE Secton3 (All Values as an example) Repeat the test and check the result with the following equation; When bias current is more than: Ibias ≥ End section2 Trip Id = (Idmin + slope section2/100*(End section2 - End section1)) + (Slope section3/100 * (Ibias- End section2)) A Set End section1 = 1.25 End section2 =3.0 section1 = 40% Slope section2 = 80% Idmin = 0.3 I bias A IH.V = Ibias / kHV A Expected IL.V = (Ibias – Id) / kLV (A) Id calculated Measured IL.V (A) Errors % R Y B R Y B 3.0 1.000 3.5 1.400
tr_differential_ret670.docx