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72
examples/jigs/2ndOrderHighpass.asc
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72
examples/jigs/2ndOrderHighpass.asc
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Version 4
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SHEET 1 1060 680
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WIRE -560 -128 -624 -128
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WIRE -464 -128 -496 -128
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WIRE -288 -128 -416 -128
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WIRE -208 -128 -288 -128
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WIRE -32 -128 -144 -128
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WIRE 96 -128 -32 -128
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WIRE 256 -128 144 -128
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WIRE 320 -128 256 -128
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WIRE 352 -128 320 -128
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WIRE 480 -128 416 -128
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WIRE -416 -96 -416 -128
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WIRE -32 -96 -32 -128
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WIRE -464 -80 -464 -128
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WIRE -288 -64 -288 -128
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WIRE 144 -64 144 -128
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WIRE 256 -64 256 -128
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WIRE 96 -48 96 -128
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WIRE -464 0 -464 -32
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WIRE -416 0 -416 -16
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WIRE -32 32 -32 -16
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WIRE 96 32 96 0
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WIRE 144 32 144 16
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WIRE 256 32 256 16
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WIRE -288 48 -288 16
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FLAG -32 32 0
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FLAG -288 48 0
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FLAG -416 0 0
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FLAG -464 0 0
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FLAG 96 32 0
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FLAG 144 32 0
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FLAG 256 32 0
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FLAG 320 -128 2
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FLAG -464 -128 1
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SYMBOL ind -48 -112 R0
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WINDOW 0 59 45 Bottom 2
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WINDOW 3 61 51 Top 2
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SYMATTR InstName L1
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SYMATTR Value {L1}
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SYMBOL cap -208 -112 R270
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WINDOW 0 52 17 VRight 2
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WINDOW 3 -26 17 VRight 2
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WINDOW 123 -57 10 VRight 2
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SYMATTR InstName C1
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SYMATTR Value {C1}
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SYMATTR Value2 Rser={R1/2}
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SYMBOL g -416 -112 R0
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SYMATTR InstName G1
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SYMATTR Value {2/R1}
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SYMBOL res -304 -80 R0
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SYMATTR InstName R1
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SYMATTR Value {R1/2}
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SYMBOL g 144 -80 R0
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SYMATTR InstName G2
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SYMATTR Value {10*H}
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SYMBOL res 240 -80 R0
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SYMATTR InstName R2
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SYMATTR Value .1
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SYMBOL Misc\\jumper 384 -192 R0
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SYMATTR InstName X1
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SYMBOL Misc\\jumper -528 -192 M0
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SYMATTR InstName X2
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TEXT 408 -256 Left 2 ;.param f0= 1k Q=.5
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TEXT 296 136 Left 2 !.param R1=1k
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TEXT 96 200 Left 2 !.param L1=R1*Q/(2*pi*f0)
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TEXT -448 -256 Left 2 ;Most efficient LTSPICE implementation for f0 and Q set by parameters >>>
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TEXT 96 136 Left 2 ;R1 is arbitary >>>
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TEXT 0 -216 Left 2 ;This version puts 1/2 the R1 resistance in the capacitor
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TEXT 96 240 Left 2 !.param C1=1/(L1*(2*pi*f0)**2)
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TEXT 432 -144 Left 2 ;Vout
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TEXT -576 -144 Right 2 ;Vin
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