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Verified Commit 56f55f50 authored by Michiel Cottaar's avatar Michiel Cottaar
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new_time does not have to be a number

parent e35e2ca0
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......@@ -315,9 +315,8 @@ If that gradient tracker does not exist, it will be created.
This function is used to get the `walker` up to date till the start of a gradient, pulse, or final readout.
"""
function update_walker_till_time!(walker::PathwayWalker, new_time::Float64, gradient_key=nothing)
function update_walker_till_time!(walker::PathwayWalker, new_time::VariableType, gradient_key=nothing)
# update duration state and pulse time
@assert new_time >= walker.last_pulse_time
index = duration_state_index(walker.is_transverse, walker.is_positive)
walker.duration_states[index] = walker.duration_states[index] + (new_time - walker.last_pulse_time)
walker.last_pulse_time = new_time
......@@ -341,15 +340,14 @@ The `bmat` is updated with the outer produce of `qvec` with itself multiplied by
When called with the first signature the tracker will be created from scratch if a tracker with that `key` does not exist.
"""
function update_gradient_tracker_till_time!(walker::PathwayWalker, key::Tuple, new_time::Float64)
function update_gradient_tracker_till_time!(walker::PathwayWalker, key::Tuple, new_time::VariableType)
if key in keys(walker.gradient_trackers)
walker.gradient_trackers[key] = GradientTracker()
end
update_gradient_tracker_till_time!(walker.gradient_trackers[key], new_time)
end
function update_gradient_tracker_till_time!(gradient_tracker::GradientTracker, new_time::Float64)
@assert new_time >= gradient_tracker.last_gradient_time
function update_gradient_tracker_till_time!(gradient_tracker::GradientTracker, new_time::VariableType)
gradient_tracker.bmat += (
(gradient_tracker.qvec .* gradient_tracker.qvec') .*
(pulse_time - gradient_tracker.last_gradient_time)
......@@ -383,6 +381,7 @@ function update_walker_pulse!(walker::PathwayWalker, pulse_effects::AbstractVect
update_walker_till_time!(walker, pulse_time)
prev_sign = walker.is_positive
# -transverse, +longitudinal, +transverse, -longitudinal, -transverse, +longitudinal
ordering = [(true, false), (false, true), (true, true), (false, false), (true, false)]
......
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