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src/mrinufft/trajectories/tools.py

Lines changed: 15 additions & 11 deletions
Original file line numberDiff line numberDiff line change
@@ -455,10 +455,12 @@ def get_gradient_times_to_travel(
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n_ramp_up: The timing values for the ramp up phase.
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n_plateau: The timing values for the plateau phase.
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gi: The intermediate gradient values for trapezoidal or triangular waveforms.
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See Also
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--------
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get_gradient_amplitudes_to_travel_for_set_time :
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To directly get the waveforms required. This is most-likely what you want to use.
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To directly get the waveforms required. This is most-likely what
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you want to use.
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"""
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acq = acq or Acquisition.default
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area_needed = (kspace_end_loc - kspace_start_loc) / acq.gamma / acq.raster_time
@@ -642,16 +644,18 @@ def _residual(gi):
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nb_shots, nb_dimension = kspace_end_loc.shape
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G = np.zeros((nb_shots, nb_raster_points, nb_dimension), dtype=np.float32)
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for i in range(nb_shots):
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start = n_ramp_down[i, 0]
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G[i, :start] = np.linspace(
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start_gradients[i], gi[i], n_ramp_down[i], endpoint=False, axis=-1
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)
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if n_plateau[i, d] > 0:
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G[i, start : start + n_plateau[i, 0]] = gi[i]
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start += n_plateau[i, 0]
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G[i, start : start + n_ramp_up[i, 0]] = np.linspace(
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gi[i], end_gradients[i], n_ramp_up[i, 0], axis=-1, endpoint=False
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)
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for d in range(nb_dimension):
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start = 0
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G[i, : n_ramp_down[i, d], d] = np.linspace(
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start_gradients[i, d], gi[i, d], n_ramp_down[i, d], endpoint=False
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)
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start += n_ramp_down[i, d]
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if n_plateau[i, d] > 0:
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G[i, start : start + n_plateau[i, d], d] = gi[i, d]
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start += n_plateau[i, d]
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G[i, start : start + n_ramp_up[i, d], d] = np.linspace(
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gi[i, d], end_gradients[i, d], n_ramp_up[i, d], endpoint=False
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)
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return G
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