MR Fingerprinting Dictionary Generation

using Pkg;
Pkg.activate("docs");

In this example we demonstrate how to generate an MR Fingerprinting dictionary using a FISP type sequence

using BlochSimulators
using ComputationalResources
using StructArrays

First, construct a FISP sequence struct (see src/sequences/fisp.jl for which fields are necessary and which constructors exist)

nTR = 1000; # nr of TRs used in the simulation
RF_train = LinRange(1, 90, nTR) |> collect; # flip angle train
TR, TE, TI = 0.010, 0.005, 0.100; # repetition time, echo time, inversion delay
max_state = 64; # maximum number of configuration states to keep track of

sequence = FISP2D(RF_train, TR, TE, max_state, TI);

Next, set the desired input parameters

T₁ = 0.500:0.10:5.0; # T₁ range
T₂ = 0.025:0.05:1.0; # T₂ range

parameters = map(T₁T₂, Iterators.product(T₁, T₂)); # produce all parameter pairs
parameters = filter(p -> (p.T₁ > p.T₂), parameters); # remove pairs with T₂ ≤ T₁
parameters = StructVector(parameters)

println("Length parameters: $(length(parameters))")

Now we can perform the simulations using different hardware resources

Note that the first time a function is called in a Julia session, a precompilation procedure starts and the runtime for subsequent function calls are significantly faster

First, we simply simulate a dictionary using single-threaded CPU mode:

@time dictionary = simulate_magnetization(CPU1(), sequence, parameters);

Note that the first time a function is called, Julia's JIT compiler performs a compilation procedure. The second time a functio is called with arguments of similar types, the pre-compiled version is called immediatly.

@time dictionary = simulate_magnetization(CPU1(), sequence, parameters);

To use multiple threads, Julia must be started with the --threads=auto flag (or some integer instead of auto). Then, we can simulate in a multi-threaded fashion with the following syntax:

println("Current number of threads: $(Threads.nthreads())")
@time dictionary = simulate_magnetization(CPUThreads(), sequence, parameters);

For distributed CPU mode, use the Distribute packages (ships with Julia) to add workers first

using Distributed
addprocs(4, exeflags="--project=.")

Alternatively, if you can ssh into some other machine, you can add CPUs from that machine as follows: addprocs([("12.345.67.89", 4)], exeflags="–project=.")

Or, if you want to run this code on cluster with a queuing system, use ClusterManagers package.

After workers have been added, load BlochSimulators on all workers and then start a distributed dictionary generation with:

@everywhere using BlochSimulators

println("Current number of workers: $(nworkers())")
@time dictionary = simulate_magnetization(CPUProcesses(), sequence, parameters);

To perform simulations on GPU, we first convert the sequence and parameters to single precision and then send them to the gpu

cu_sequence = sequence |> f32 |> gpu;
cu_parameters = parameters |> f32 |> gpu;

Remember, the first time a compilation procedure takes place which, especially on GPU, can take some time.

println("Active CUDA device:");
BlochSimulators.CUDA.device();

@time dictionary = simulate_magnetization(CUDALibs(), cu_sequence, cu_parameters);

Call the pre-compiled version

@time dictionary = simulate_magnetization(CUDALibs(), cu_sequence, cu_parameters);

Increase the number of parameters:

T₁ = rand(500_000)
T₂ = 0.1 * T₁
cu_parameters = (@parameters T₁ T₂) |> f32 |> gpu

@time dictionary = simulate_magnetization(CUDALibs(), cu_sequence, cu_parameters);

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