-Repeat the calculation to obtain the real and imaginary parts of z_L using the SMITH CHART, using VSWR to draw the circle and to move from the short circuit to the unknown load position. Identify whether the load is capacitive or inductive.

-From the SMITH CHART get |?_L| and ?_L. Validate with the measurement of ?_L.

-From the SMITH CHART find the input impedance z_in at 8 cm measured from the load.

-Fill Table 2 below for values obtained using SMITH CHART.

Please be as clear and detailed as possible for the Smith chart

These were results taken from a lab calculating unknown loads.

Please ask questions you may have

Table 1. Experimental and Calculated Results Variable Value Value (short) (matched) \" m 0.145 0.0955 Table 2. Smith Chart Results Variable Value Value (short) (matched) The Complete Smith Chart Black Magic Design + +420.13 0.37+ 100 0.36 0.41 1.2 120 0.43 130 PACITIVE SUSCEPTANCE (UJB Yal 231 X 140 75 0.46 WE REACTANCE COMPONENT (+X/Zo 67:0 820 + "WAVELENGTHS TOWARD GENERATOR -> 170 920 + 180 -170 WAVELENGTHSTOWARD LOAD - 10 85 ANGLE OF TRANSMISSION COEFFICIENT IN DEGREES up :50 -160 220 OR INDUCTIVE SUSCEPTANCE 150 0.04 RADIALLY SCALED PARAMETERS SWR KIN. LOSS (dB) TOWARD LOAD - - TOWARD GENERATOR LOSS COEFF RFL, COFFF. BILL COFFE For 1 11 1.2 1.3 14 SW. PEAK ICONST. P) 0.9 0.8 0.7 0.05 0.01 1 09080706 054 1.3 14 15 16 17 18 1.9 2 TRANSM COFFE P. 0.99 0950.9 CENTER 07 0.6 0,5 04 0,3 0,2 0.1 0 TRANSM. COFFEE or 1 ORIGIN