Relax disp.spin lock offset+field

Setting up relax_disp.spin_lock_offset and relax_disp.spin_lock_field

Manual on relax_disp.spin_lock_field

relax_disp.spin_lock_field(spectrum_id=None, field=None)

Manual on relax_disp.spin_lock_offset

relax_disp.spin_lock_offset(spectrum_id=None, offset=None)

Refer to the manual for parameter explanation

The relax function relax_disp.spin_lock_offset() requires the values to be provided in ppm.

Literature comments

See Figure 1 and 10 in the reference.

Palmer, A.G. & Massi, F. (2006). Characterization of the dynamics of biomacromolecules using rotating-frame spin relaxation NMR spectroscopy. Chem. Rev. 106, 1700-1719 DOI

Try to reproduce Figure 1.

Figure produced with script found here.

spin lock field

The spin lock field strength is noted $\omega_1$.

spin lock offset

The offset is in the literature noted as $\Omega$, where $\Omega$ is the $^{15}$N resonance offset from the spin-lock carrier.

In the literature, the values are often stated as "offset", "carrier offset", "offset of the spin-lock pulse" with values given in Hz, and have values from 0-500 to 10-20.000 Hz.

Relax needs input in ppm, and converts to the rad/s, which the following function calls.

 offsets[ei][si][mi][oi] = frequency_to_rad_per_s(frq=cdp.spin_lock_offset[id], B0=frq, isotope=spin.isotope)
 """Convert the given frequency from ppm to rad/s units."""
 return frq * 2.0 * pi * B0 / g1H * return_gyromagnetic_ratio(isotope) * 1e-6

The trouble

The trouble is.

Does the Hz frequency refers to RF fields applied at the 1H Larmor frequency or 15N frequency?

At page 1708 is states that w_1S = w_1 and w_eS = w_e. And in pulse sequence it states that:

Varian / VnmrJ

In some pulse sequences, the following is seen:

'trim' is a basic timeunit and the total spinlock time is calculated as 2.0*ncyc*trim
b1 = getval("b1"),                      /* spin-lock field, Hz! */  
deltadof2 = getval("deltadof2"),        /* offset for N15 spinlock */