Selecting the Measurement Parameters

Other topics about Setting Up the Display of Measurement Results

Selecting Parameters for both traces 1 and 2

  1. Press the Meas > Trace1&2.

  2. Select the measurement parameter for the traces 1 and 2.

To select:

Press:

Trace A

Trace B

Absolute impedance value

Impedance phase

|Z| - θz

Equivalent series resistance

Equivalent series reactance

R - X

Equivalent series inductance

Equivalent series resistance

Ls - Rs

Equivalent series inductance

Q value (Quality factor)

Ls - Q

Equivalent series capacitance

Equivalent series resistance

Cs - Rs

Equivalent series capacitance

Q value (Quality factor)

Cs - Q

Equivalent series capacitance

Dissipation factor

Cs - D

Absolute admittance

Admittance phase

|Y| - θy

Equivalent parallel conductance

Equivalent parallel susceptance

G - B

Equivalent parallel inductance

Equivalent parallel conductance

Lp - G

Equivalent parallel inductance

Q value (Quality factor)

Lp - Q

Equivalent parallel capacitance

Equivalent parallel conductance

Cp - G

Equivalent parallel capacitance

Q value (Quality factor)

Cp - Q

Equivalent parallel capacitance

Dissipation factor

Cp - D

Absolute impedance value

Equivalent series inductance

|Z| - Ls

Absolute impedance value

Equivalent series capacitance

|Z| - Cs

Absolute impedance value

Equivalent parallel inductance

|Z| - Lp

Absolute impedance value

Equivalent parallel capacitance

|Z| - Cp

Absolute impedance value

Equivalent series resistance

|Z| - Rs

Absolute impedance value

Q value (Quality factor)

|Z| - Q

Absolute impedance value

Dissipation factor

|Z| - D

Complex impedance value

Complex admittance value

Z - Y

Absolute  reflection parameter

Phase of reflection parameter

|Γ| - θΓ

Real part of reflection coefficient (complex number)

Imaginary part of reflection coefficient (complex number)

Γx -Γy

Complex impedance value

Complex reflection coefficient

Z - Γ

Complex admittance value

Complex reflection coefficient

Y - Γ

Absolute value of complex permittivity

Dielectric loss tangent

|εr| - tan δ(ε) (Option 002 only)

Real part of complex permittivity

Imaginary part of complex permittivity

εr' - εr"

(Option 002 only)

Absolute value of complex permeability

Magnetic loss tangent

|μr| - tan δ(μ)

(Option 002 only)

Real part of complex permeability

Imaginary part of complex permeability

μr' - μr" (Option 002 only)

You can set each measurement parameter without specifying the active trace or checking its current state.

Selecting Parameter Independently

You can select the measurement parameter for each trace independently.

  1. Press Meas > Trace 1, Trace 2, Trace 3 or Trace 4. When you set the trace 3 or 4, increase the number of trace.

  2. Select the desired measurement parameter for the trace.

To select:

Press:

Trace #

Absolute impedance value

|Z|

Absolute admittance

|Y|

Equivalent series resistance

R

Equivalent series reactance

X

Equivalent parallel conductance

G

Equivalent parallel susceptance

B

Equivalent series inductance

Ls

Equivalent parallel inductance

Lp

Equivalent series capacitance

Cs

Equivalent parallel capacitance

Cp

Equivalent series resistance

Rs

Equivalent parallel resistance

Rp

Q value (Quality factor)

Q

Dissipation factor

D

Impedance phase

θz

Admittance phase

θy

OSC level (Voltage)

Vac

OSC level (Current)

Iac

DC Bias (Voltage)

Vdc

DC Bias (Current)

Idc

Complex impedance value

Z

Complex admittance value

Y

Absolute  reflection parameter

|Γ|

Phase of reflection parameter

θΓ

Real part of reflection coefficient (complex number)

Γx

Imaginary part of reflection coefficient (complex number)

Γy

Complex reflection coefficient

Γ

Absolute value of complex permittivity

|εr|

Real part of complex permittivity

εr'

Imaginary part of complex permittivity

εr''

Dielectric loss tangent

tan δ(ε)

Complex permittivity

εr

Absolute value of complex permeability

|μr|

Real part of complex permeability

μr'

Imaginary part of complex permeability

μr"

Magnetic loss tangent

tan δ(μ)

Complex permeability

μr