Then | Agilent Technologies 8510 instruction

then:

Equation 5

Equation 6

If the Offset delay=0, then the coefficient of reflection,

Γ= ΓL.

31

Image 31

Agilent Technologies 8510 manual Then

Contents

Dis Product Information For Support Reference Only Table of contents Introduction Measurement errorsMeasurement calibration Calibration kit Class assignment Standard definition Standard definitions table Standard class assignments Select standards Modification procedure Standard definition models Define standards Standard type Standard numberOpen circuit capacitance C0 , C1 , C2 and C3 ΠfZ ΠfX Short circuit inductance L0 , L1, L2 and L3 ∆∅radians = 2πf ∆length Fixed or sliding Offset delayTerminal impedance Offset Z0 Linear delay Actual delay = Fco/f2 1GHz Offset lossGHz C Z Log e10 Lower/minimum frequency Λg = λ Co2 ∅radians = 2π = 2πfdelayUpper/maximum frequency Coax or waveguide Standard labels Assign classesStandard Classes Isolation S11 A,B,C and S22 A,B,CForward transmission match and thru Reverse transmission match and thru TRM Thru TRL ThruTRL Reflect TRL Line TRL options Standard Class labelsCalibration kit label Verify performance Enter standards/classes Modeling an arbitrary impedance standard User modified cal kits and Agilent 8510 specificationsModification examples Modeling a thru adapter To store calibration kits from the Agilent 8510 onto a disk Appendix a Calibration kit entry procedureDisk procedure To load calibration kits from disk into Agilent Front panel procedure P-band waveguide example Pshort Mm coaxial connector interface Appendix B Dimensional considerations in coaxial connectorsType-N coaxial connector interface Female type-N Page Equation Appendix C Cal coefficients model Their first order approximations, R is small and G=0, are Then Agilent Direct Agilent Email UpdatesAgilent Open