Agilent Technologies Ininiium 90000 Especificaciones Pagina 40

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Chapter 3: Testing Performance
Analog Bandwidth - Maximum Frequency Check
40
11
Change the generator frequency to the maximum value for the model being tested as
shown in the table below. It is not necessary to adjust the signal amplitude at this point
in the procedure.
12
Change the scope time base to the value for the model under test in the table above.
13
Measure the input power to the scope channel at the maximum frequency and convert
this measurement to Volts RMS using the expression:
For example, if the power meter reading is 4.0 μW, then Vin = (4.0*10
-6
* 50Ω)
1/2
= 14.1 mVrms.
Record the RMS voltage in the Analog Bandwidth - Maximum Frequency Check section of the
Performance Test Record (Vin @ Max Freq).
14
Press the Clear Display key on the scope and record the scope V rms reading in the
Analog Bandwidth - Maximum Frequency Check section of the Performance Test
Record (Vout @ Max Freq).
15
Calculate the gain at the maximum frequency using the expression:
For example, if (Vout @ Max Frequency) = 13.825 mV, (Vin @ Max Frequency) = 13.461 mV
and Gain @ 50MHz = 1.0023, then:
Record this value in the Calculated Gain @Max Freq column in the Analog Bandwidth - Maximum
Frequency Check section of the Performance Test Record. To pass this test, this value must be
greater than -3.0 dB.
Setting Model
DSO/DSA90254A DSO/DSA90404A DSO9/DSA0604A
Maximum Frequency 2.5 GHz 4.0 GHz 6.0 GHz
Scope Time Base Setting 100 ps/div 100 ps/div 100 ps/div
Model
DSO/DSA90804A DSO/DSA91204A DSO/DSA91304A
Maximum Frequency 8.0 GHz 12.0 GHz
11.8 GHz at 5 mV/div
12.0 GHz,
11.8 GHz at
5 mV/div
Scope Time Base Setting 100 ps/div 100 ps/div 100 ps/div
Click here and enter time
base value from table
V
in
P
meas
50Ω×=
Gain
Max Freq
20 log
10
V
out Max Freq
()V
in Max Freq
()
Gain
50 MHz
------------------------------------------------------------------------------
=
Gain
Max Freq
20 log
10
13.825 mV 13.461 mV
1.0023
-------------------------------------------------------------
0.212 dB==
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