Agilent Technologies 35670A

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<Point1> ::= Table type

<0> = pole zero

<1> = pole residue

<2> = polynomial

<Point2> ::= number_of_lines_in_left_column

<Point3> ::= number_of_lines_in_right_column

<Point4> ::= number_of_lines_in_Laurent_column

<Point5> ::= real_part_first_term_in_left_column

<Point6> ::= imaginary_part_first_term_in_left_column

<Point7> ::= real_part_second_term_in_left_column

<Point8> ::= imaginary_part_second_term_in_left_column

•

<Point47> ::= real_part_first_term_in_right_column

<Point48> ::= imaginary_part_first_term_in_right_column

•

<Point89> ::= real_part_first_term_in_Laurent_column

<Point90> ::= imaginary_part_first_term_in_Laurent_column

•

<Point131> ::= first_curve_fit_term_left_column

<Point132> ::= second_curve_fit_term_left_column

<curve_fit_term> ::= 0 for moveable

1 for fixed

•

<Point152> ::= first_curve_fit_term_right_column

<Point153> ::= second_curve_fit_term_right_column

<curve_fit_term> ::= 0 for moveable

1 for fixed

•

<Point173> ::= gain

<Point174> ::= frequency_scale

<Point 175> ::= time_delay

CALCulate

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