;psyche.mf ; ;1D PSYCHE ;Pure Shift Yielded by Chirp Excitation ;modified for internal calculation of RF amplitude of PSYCHE pulse element ;based on desired flip angle and bandwidth of chirp pulses ; ;Mohammadali Foroozandeh ;University of Manchester ;Avance II+/III Version ;Topspin 3.x ; ;Data can be reconstructed using a macro available at http://nmr.chemistry.manchester.ac.uk ; ;(1) Foroozandeh, M.; Adams, R. W.; Meharry, N. J.; Jeannerat, D.; Nilsson, M.; Morris, G. A. Angew. Chem. Int. Ed. 2014, 53, 6990. ;(2) Foroozandeh, M.; Adams, R. W.; Nilsson, M.; Morris, G. A. J. Am. Chem. Soc. 2014, 136, 11867. ; ;$CLASS=HighRes ;$DIM=2D ;$TYPE= ;$SUBTYPE= ;$COMMENT= #include #include #include define delay tauA define delay tauB "in0=inf1/2" "p2=p1*2" "tauA=in0/2-p16-d16-50u" "tauB=(dw*2*cnst4)+d16+50u" "cnst50=(cnst20/360)*sqrt((2*cnst21)/(p40/2000000))" "p30=1000000.0/(cnst50*4)" "cnst31= (p30/p1) * (p30/p1)" "spw40=plw1/cnst31" "p10=p40" 1 ze 2 d1 pl1:f1 3 p1 ph1 d0 tauA 50u UNBLKGRAD p16:gp1 d16 p2 ph2 50u p16:gp1 d16 tauA p16:gp2 d16 10u pl0:f1 tauB ( center (p40:sp40 ph3):f1 (p10:gp10) ) d16 10u pl1:f1 p16:gp2 d16 50u BLKGRAD d0 go=2 ph31 d1 mc #0 to 2 F1QF(id0) exit ph1= 0 2 0 2 0 2 0 2 ph2= 0 0 0 0 1 1 1 1 ph3= 0 0 1 1 0 0 1 1 ph31=0 2 2 0 2 0 0 2 ;pl0 : zero power (120 dB) ;pl1 : high power (dB) ;p1 : 90 degree high power pulse ;p16 : duration of CTP gradients (1m) ;p10 : duration of weak gradient during PSYCHE pulse element ;p40 : duration of double-chirp PSYCHE pulse element ;d0 : incremented delay ;d1 : relaxation delay ;d16 : recovery delay for gradients ;spw40 : RF power of double-chirp PSYCHE pulse element ;spnam40: file name for PSYCHE pulse element ;gpz1: CTP gradient (77%) ;gpz2: CTP gradient (49%) ;gpz10: weak gradient during PSYCHE element (1-3%) ;gpnam1: SINE.100 ;gpnam2: SINE.100 ;gpnam10: RECT.1 ;cnst4: number of drop points ;cnst20: desired flip angle for PSYCHE pulse element (degree) (normally 10-25) ;cnst21: bandwidth of each chirp in PSYCHE pulse element (Hz) (normally 10000) ;in0 : 1/(2 * SW) = DW ;nd0 : 2 ;td1 : number of t1 increments ;MC2 : QF