"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"dataset = dataset.isel(time=(dataset.time > 0) & (dataset.time < .35))\n",
"fig, axes = plt.subplots(3, 1, figsize=(10, 6))\n",
"ax1, ax2, ax3 = axes.flatten()\n",
"\n",
"ax1.plot(dataset['time'], dataset['plasma_current'])\n",
"ax1.set_xlabel('Time (s)')\n",
"ax1.set_ylabel('Plasma Current $I_p$ (kA)')\n",
"\n",
"ax2.plot(dataset['time'], dataset['sol_current'])\n",
"ax2.set_xlabel('Time (s)')\n",
"ax2.set_ylabel('Solenoid Feed Current (kA)')\n",
"\n",
"ax3.plot(dataset['time'], dataset['tf_current'])\n",
"ax3.set_xlabel('Time (s)')\n",
"ax3.set_ylabel('TF Feed Current (kA)')\n",
"\n",
"for ax in axes:\n",
" ax.grid(alpha=0.3)\n",
"\n",
"plt.tight_layout()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Thompson Scattering Data\n",
"\n",
"`ayc` source holds the Thomspon Scattering data at the core. Thomson scattering diagnostics provide accurate measurements of electron temperature and density."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/rt2549/miniconda3/envs/mast-book/lib/python3.11/site-packages/intake_xarray/base.py:21: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n",
" 'dims': dict(self._ds.dims),\n"
]
},
{
"data": {
"text/html": [
"
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"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, axes = plt.subplots(2,1)\n",
"ax1, ax2 = axes\n",
"\n",
"ax1.plot(dataset['time'], dataset['te_core'])\n",
"ax1.set_xlabel('Time (s)')\n",
"ax1.set_ylabel('Core Temperature (eV)')\n",
"\n",
"ax2.plot(dataset['time'], dataset['ne_core'])\n",
"ax2.set_xlabel('Time (s)')\n",
"ax2.set_ylabel('Peak Core Electron Density ($1 / m^3$)')\n",
"\n",
"for ax in axes:\n",
" ax.grid(alpha=0.3)\n",
"\n",
"plt.tight_layout()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## CO2 Interferometers\n",
"\n",
"CO2 interferometers (`ane`) are used to measure the electron density in the plasma. By measuring the phase shift of the laser beam as it passes through the plasma, the electron density can be inferred with high precision."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/rt2549/miniconda3/envs/mast-book/lib/python3.11/site-packages/intake_xarray/base.py:21: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n",
" 'dims': dict(self._ds.dims),\n"
]
},
{
"data": {
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(1, 1)\n",
"plt.plot(dataset['time'], dataset['density'])\n",
"ax.set_xlabel('Time (s)')\n",
"ax.set_ylabel('Integrated Electron Density ($1 / m^2$)')\n",
"ax.grid(alpha=0.3)\n",
"\n",
"plt.tight_layout()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Equillibrium Reconstruction Data\n",
"\n",
"The source `efm` contains data from EFIT. EFIT is a computational tool used to reconstruct the magnetic equilibrium configuration of the plasma in a tokamak. It calculates the shape and position of the plasma, as well as the distribution of the current and pressure within it, based on magnetic measurements.\n"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/rt2549/miniconda3/envs/mast-book/lib/python3.11/site-packages/intake_xarray/base.py:21: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n",
" 'dims': dict(self._ds.dims),\n"
]
},
{
"data": {
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"d = dataset['plasma_current_rz'].dropna(dim='time')\n",
"r = dataset['r']\n",
"z = dataset['z']\n",
"\n",
"\n",
"lcfs_R = dataset['lcfs_r'].sel(time=d.time)\n",
"lcfs_Z = dataset['lcfs_z'].sel(time=d.time)\n",
"\n",
"R, Z = np.meshgrid(r, z)\n",
"\n",
"index = 50\n",
"\n",
"# Get the x-point\n",
"xpoint_r = dataset['xpoint2_rc'][index]\n",
"xpoint_z = dataset['xpoint2_zc'][index]\n",
"\n",
"# Get the current centre\n",
"mag_axis_r = dataset['current_centrd_r'][index]\n",
"mag_axis_z = dataset['current_centrd_z'][index]\n",
"\n",
"# Get the last closed flux surface (LCFS)\n",
"lcfs_r = lcfs_R[index].values\n",
"lcfs_r = lcfs_r[~np.isnan(lcfs_r)]\n",
"lcfs_z = lcfs_Z[index].values\n",
"lcfs_z = lcfs_z[~np.isnan(lcfs_z)]\n",
"\n",
"fig, ax = plt.subplots()\n",
"ax.contourf(R, Z, d[index], cmap='magma', levels=20, label='Plasma Current')\n",
"ax.plot(lcfs_r, lcfs_z, c='red', linestyle='--', label='LCFS')\n",
"ax.scatter(xpoint_r, xpoint_z, marker='x', color='green', label='X Point')\n",
"ax.scatter(mag_axis_r, mag_axis_z, marker='o', color='purple', label='Current Centre')\n",
"\n",
"plt.title(f'EFIT Plasma Current & LCFS for Shot {d.attrs[\"shot_id\"]}')\n",
"plt.ylabel('Z (m)')\n",
"plt.xlabel('R (m)')\n",
"plt.legend()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Mirnov Coils"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Mirnov coils are primarily used to measure magnetic fluctuations in the plasma. These fluctuations can provide important information about various plasma instabilities. \n",
"\n",
"They are particularly useful for studying magnetohydrodynamic (MHD) phenomena. MHD activity includes various modes of instabilities, such as kink modes and tearing modes, which can affect plasma confinement and stability."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/rt2549/miniconda3/envs/mast-book/lib/python3.11/site-packages/intake_xarray/base.py:21: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n",
" 'dims': dict(self._ds.dims),\n"
]
},
{
"data": {
"text/html": [
"
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]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(1, 1, figsize=(10, 5))\n",
"ax.plot(dataset['time'], dataset['omaha_3lz'])\n",
"ax.grid()\n",
"\n",
"ax.grid(alpha=0.3)\n",
"ax.set_ylabel('Volts (V)')\n",
"ax.set_xlabel('Time (s)')\n",
"\n",
"plt.tight_layout()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Looking at the spectrogram of the dataset can show us information about the MHD modes. Here we see several mode instabilities occuring before the plasma is lost."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 55,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ds = dataset['omaha_3lz']\n",
"# Parameters to limit the number of frequencies\n",
"nperseg = 2000 # Number of points per segment\n",
"nfft = 2000 # Number of FFT points\n",
"\n",
"# Compute the Short-Time Fourier Transform (STFT)\n",
"sample_rate = 1/(ds.time[1] - ds.time[0])\n",
"f, t, Zxx = stft(ds, fs=int(sample_rate), nperseg=nperseg, nfft=nfft)\n",
"\n",
"fig, ax = plt.subplots(figsize=(15, 5))\n",
"cax = ax.pcolormesh(t, f/1000, np.abs(Zxx), shading='nearest', cmap='jet', norm=LogNorm(vmin=1e-5))\n",
"ax.set_ylim(0, 50)\n",
"ax.set_title(f'XMO/OMAHA/3LZ - Shot {ds.attrs[\"shot_id\"]}')\n",
"ax.set_ylabel('Frequency [Hz]')\n",
"ax.set_xlabel('Time [sec]')\n",
"plt.colorbar(cax, ax=ax)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Photron Camera Data"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### RBA\n",
"\n",
"RBA contains the data from Photron bullet camera A. \n",
"\n",
"A Photron Bullet Camera provides high-speed, high-resolution imaging of fast transient events in the plasma. Its ability to capture detailed images of plasma instabilities, turbulence, and disruptions makes it essential for understanding and controlling plasma behavior, ultimately aiding in the pursuit of sustained nuclear fusion."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Users/rt2549/miniconda3/envs/mast-book/lib/python3.11/site-packages/intake_xarray/base.py:21: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n",
" 'dims': dict(self._ds.dims),\n"
]
},
{
"data": {
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(dataset.data[-10], cmap='gray')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### RBB\n",
"\n",
"RBB contains the data from Photron bullet camera B, which is looking at the central column. \n",
"\n",
"A Photron Bullet Camera provides high-speed, high-resolution imaging of fast transient events in the plasma. Its ability to capture detailed images of plasma instabilities, turbulence, and disruptions makes it essential for understanding and controlling plasma behavior, ultimately aiding in the pursuit of sustained nuclear fusion."
]
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