I like that simple bowtie and the simple loop. They both did well when I tried them out. Atmospherics are distorting that list a bit though.
post #451 of 4765
6/25/08 at 11:50pm



My new low noise Channel Master 0264 preamp (I needed 300ohm inputs and 75ohm out, otherwise I would have gotten the Titan series) is a whole different breed of animal in terms of performance, and only about $10 more than the cheapie RS at RS's inflated mall prices.

My new low noise Channel Master 0264 preamp (I needed 300ohm inputs and 75ohm out, otherwise I would have gotten the Titan series) is a whole different breed of animal in terms of performance, and only about $10 more than the cheapie RS at RS's inflated mall prices.





10.1/2 reflector spacing (584Mhz) Freq wavelength error 470Mhz 25.1" 12.6" -10.1"= 2.45" 2.45/12.6*180= 35 degrees -0.8dB 584Mhz 20.2" 10.1" -10.1"=0" 0/10.1*180=0 degrees 698Mhz 16.9" 8.45"-10.1"=-1.65" -1.65/8.45*180=-35 degrees -0.8dB 10.5/2 reflector spacing (562Mhz) 470Mhz 25.1" 12.6-10.5=2.1" 2.1/12.6*180= 30 degrees -0.6dB 698Mhz 16.9" 8.45-10.5=2.05 2.05/8.45*180 = 44 degrees -1.3dB 8/2 reflector spacing 470Mhz 25.1 12.6-8=4.6 4.6/12.6*180 = 65 degrees -2.95dB 698Mhz 16.9 8.45-8= 0.45 0.45/8.45*180 = 9 degrees -0.05dB 9/2 reflector spacing 470Mhz 25.1 12.6-9=3.6 3.6/9*180 = 51 degrees 698Mhz 16.9 8.45-9 = -0.55 -0.55/9*180 = -11 degrees 30 degree error = -0.6dB 45 degree error = -1.3dB 60 degree error = -2.5dB 90 degree error = -6dB 135 degree error = -16.7dB 179 degree error = - 82.dB 180 degree error = total cancellation loss = 20*log10((sin(90*pi/180)+sin((90+error)*pi/180))/2) Note that the final 2 is shorthand for (sin(90*pi/180)+sin(90*pi/180))



















