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examples/jigs/2ndOrderComplexzero.asc
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114
examples/jigs/2ndOrderComplexzero.asc
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Version 4
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SHEET 1 1060 680
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FLAG 512 208 0
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FLAG 576 48 2
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SYMBOL g -720 -112 R0
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SYMATTR InstName G1
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SYMATTR Value {2*f0**2/(R1*fn**2)}
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SYMBOL res -384 -112 R0
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SYMATTR InstName R2
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SYMATTR Value {R1/2}
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SYMBOL g -240 64 R0
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SYMATTR InstName G2
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SYMATTR Value {2m*K1}
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SYMBOL res 208 96 R0
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SYMATTR InstName R4
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SYMATTR Value 1k
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SYMBOL ind -464 224 R0
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WINDOW 0 49 27 Left 2
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WINDOW 3 44 58 Left 2
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SYMATTR InstName L1
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SYMATTR Value {L1}
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SYMBOL res -464 64 R0
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SYMATTR InstName R1
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SYMATTR Value {R1/2}
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SYMBOL cap -464 400 R0
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SYMATTR InstName C2
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SYMATTR Value {C1}
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SYMBOL g -112 176 R0
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SYMATTR InstName G3
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SYMATTR Value {1m}
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SYMBOL g 48 368 R0
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SYMATTR InstName G4
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SYMATTR Value {1m*K2}
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SYMBOL Misc\\jumper -928 -192 M0
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SYMATTR InstName X1
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SYMBOL g 400 96 R0
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SYMATTR InstName G5
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SYMATTR Value {10*H}
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SYMBOL res 496 96 R0
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SYMATTR InstName R3
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SYMATTR Value .1
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SYMBOL Misc\\jumper 640 -16 R0
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SYMATTR InstName X2
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TEXT 160 -384 Left 2 ;.param f0=1e3 Q=2.5 fn=2e3 Qn=1
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TEXT -896 -384 Left 2 ;2nd Order Complex Zero LTSPICE implementation for f0, Q, fn, and Qn set by parameters >>>
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TEXT -800 -328 Left 2 !.param R1=1k
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TEXT -800 -288 Left 2 !.param K1 = (fn*Q)/(f0*Qn)
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TEXT -800 -248 Left 2 !.param K2 = (fn/f0)**2
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TEXT -448 -328 Left 2 !.param L1 = R1*Q/(2*pi*f0)
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TEXT -448 -288 Left 2 !.param C1 = 1/(L1*(2*pi*f0)**2)
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TEXT -976 -144 Right 2 ;Vin
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TEXT 688 32 Left 2 ;Vout
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