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diff --git a/docs/img/plottool-up-edit_curves.png b/docs/img/fitters_plottool/plottool-up-edit_curves.png similarity index 100% rename from docs/img/plottool-up-edit_curves.png rename to docs/img/fitters_plottool/plottool-up-edit_curves.png diff --git a/docs/img/plottool-up-edit_plot.png b/docs/img/fitters_plottool/plottool-up-edit_plot.png similarity index 100% rename from docs/img/plottool-up-edit_plot.png rename to docs/img/fitters_plottool/plottool-up-edit_plot.png diff --git a/docs/img/plottool-up-markers.png b/docs/img/fitters_plottool/plottool-up-markers.png similarity index 100% rename from docs/img/plottool-up-markers.png rename to docs/img/fitters_plottool/plottool-up-markers.png diff --git a/docs/misc/piva_dataloader_importer.py b/docs/misc/piva_dataloader_importer.py index 3b8b29d..605d6db 100644 --- a/docs/misc/piva_dataloader_importer.py +++ b/docs/misc/piva_dataloader_importer.py @@ -1,6 +1,7 @@ import numpy as np from piva.data_loaders import Dataloader, Dataset from piva.data_browser import DataBrowser +import h5py class DataloaderImporter: @@ -26,12 +27,12 @@ def add_dataloader1(self) -> None: """ loader = CustomDataloader - dl_label = 'Custom Dataloader - {}'.format(loader.name) + dl_label = '{}'.format(loader.name) self.db.dp_dl_picker.addItem(dl_label) self.db.add_dataloader_to_record(dl_label, loader) - print('\t', loader.name, dl_label) + print('\t', dl_label) class CustomDataloader(Dataloader): @@ -39,7 +40,7 @@ class CustomDataloader(Dataloader): Simple example of a custom Dataloader. """ - name = 'Custom1' + name = 'Custom_Dataloader' def __init__(self) -> None: super(CustomDataloader, self).__init__() @@ -57,7 +58,7 @@ def load_data(self, filename: str, metadata: bool = False) -> Dataset: :return: loaded dataset with available metadata """ - # dummy if condition to make the example work. One should remove + # dummy *if* condition to make the example work. One should remove # 'isinstance' part and change extension in 'endswith' if filename.endswith('h5') or isinstance(filename, str): self.custom_loading_method(filename, metadata=metadata) @@ -67,11 +68,69 @@ def load_data(self, filename: str, metadata: bool = False) -> Dataset: self.ds.add_org_file_entry(filename, self.name) return self.ds - # function to implement. It supposed to read the file, extract data and - # metadata from it and pass them into Dataset object. - def custom_loading_method(self, filename, metadata=False): - n = 100 - self.ds.data = np.random.random((n, n, n)) - self.ds.xscale = np.arange(n) - self.ds.yscale = np.arange(n) - self.ds.zscale = np.arange(n) + def custom_loading_method(self, filename: str, metadata: bool = False): + """ + This method is intended to read a file, extract its data and metadata, + and pass them into a :class:`Dataset` object. + + Its content is designed to work with a simulated test file available + on the documentation website but can be freely replaced as needed. + + :param filename: absolute path to the file + :param metadata: if :py:obj:`True`, read only metadata and size of the + dataset. Not used here, but required to mach format + of other **Dataloaders**. See :meth:`load_ses_zip` + for more info. + """ + + # Extract the dataset and some metadata + datfile = h5py.File(filename, 'r') + h5_data = datfile['spectrum'] + yscale = datfile['dimensions'].attrs['momentum'] + zscale = datfile['dimensions'].attrs['energy'] + + # Convert to array and make 3D if necessary + shape = h5_data.shape + if metadata: + data = np.zeros(shape) + else: + data = np.array(h5_data) + + data = data.T + if len(shape) == 2: + ny = shape[1] + nz = shape[0] + # Make data 3D + data = data.reshape((1, ny, nz)) + xscale = np.array([1]) + scan_type = 'cut' + else: + # adjust if scan has higher dimensionality + pass + + # Extract available metadata + meta = datfile['metadata'].attrs + x_pos = meta['x'] + y_pos = meta['y'] + z_pos = meta['z'] + temp = meta['temp'] + pressure = meta['pres'] + hv = meta['hv'] + polarization = meta['polar'] + DT = meta['DT'] + + self.ds.data = data + self.ds.xscale = xscale + self.ds.yscale = yscale + self.ds.zscale = zscale + self.ds.x = x_pos + self.ds.y = y_pos + self.ds.z = z_pos + self.ds.temp = temp + self.ds.pressure = pressure + self.ds.hv = hv + self.ds.polarization = polarization + self.ds.scan_type = scan_type + self.ds.DT = DT + + h5py.File.close(datfile) diff --git a/docs/misc/simulated_spectrum.h5 b/docs/misc/simulated_spectrum.h5 new file mode 100644 index 0000000..324887f Binary files /dev/null and b/docs/misc/simulated_spectrum.h5 differ diff --git a/docs/requirements.txt b/docs/requirements.txt index 8364ae5..af64c34 100644 --- a/docs/requirements.txt +++ b/docs/requirements.txt @@ -1,3 +1,5 @@ sphinx sphinx_rtd_theme piva +nbsphinx +myst-nb \ No newline at end of file diff --git a/docs/source/_static/showcase.mp4 b/docs/source/_static/showcase.mp4 new file mode 100644 index 0000000..c98c6b3 Binary files /dev/null and b/docs/source/_static/showcase.mp4 differ diff --git a/docs/source/conf.py b/docs/source/conf.py index 40fd6d8..3bc5383 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -21,7 +21,7 @@ # -- Project information ----------------------------------------------------- project = 'piva' -copyright = '2024, Wojtek Pudelko' +copyright = '2025, Wojtek Pudelko' author = 'Wojtek Pudelko' @@ -30,6 +30,9 @@ # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = [ + 'nbsphinx', + 'myst_nb', + 'sphinx.ext.mathjax', # Optional, for LaTeX rendering 'sphinx_rtd_theme', 'sphinx.ext.viewcode', 'sphinx.ext.intersphinx', @@ -89,3 +92,12 @@ def setup(app): # Don't show class signature with the class' name. autodoc_class_signature = "separated" + + +# including jupyter notebook +nbsphinx_allow_errors = True # Allow notebooks with errors to render +nbsphinx_execute = 'never' # Always execute notebooks during the build +nb_execution_mode = 'off' +nb_render_text_lexer = 'python' # Syntax highlighting for code cells +# nb_ipywidgets_js = True # Support for Jupyter widgets (optional) + diff --git a/docs/source/custom_plugins.rst b/docs/source/custom_plugins.rst index 84babd5..b12f4c5 100644 --- a/docs/source/custom_plugins.rst +++ b/docs/source/custom_plugins.rst @@ -33,7 +33,7 @@ The most basic implementation of the :class:`PluginImporter` and an example This example creates a simple window (shown below) that can be opened from the menu bar. -.. figure:: ../img/custom_widget.png +.. figure:: ../img/custom/custom_widget.png :alt: Image not found. diff --git a/docs/source/dataloaders.rst b/docs/source/dataloaders.rst index 385aedd..f0aa080 100644 --- a/docs/source/dataloaders.rst +++ b/docs/source/dataloaders.rst @@ -17,7 +17,7 @@ specific **Dataloader** dedicated to various ARPES beamlines around the world Principles of the data import in :mod:`piva` are presented on a simple scheme below. -.. figure:: ../img/dl-scheme.png +.. figure:: ../img/dl/dl-scheme.png :alt: Image not found. If the file format is not yet supported, one needs to implement a custom @@ -89,8 +89,8 @@ Description below shows step by step how to achieve both. The :class:`~data_loaders.Dataloader` class offers an interface for that. In order to write a custom dataloader, let's call it - :class:`CustomDataloader` for the sake of the following example, one needs - to start by creating a subclass of :class:`~data_loader.Dataloader`:: + :class:`CustomDataloader`, one needs to start by creating a subclass of + :class:`~data_loader.Dataloader`:: from piva.data_loaders import Dataloader @@ -116,14 +116,18 @@ Description below shows step by step how to achieve both. - ``metadata``, :obj:`bool`, determine whether method should load entire dataset or just its metadata - have to be arguments of the ``load_data()`` method. See *e.g* + have to be arguments of the ``load_data()`` method. See :meth:`~data_loaders.DataloaderPickle.load_data` for more details. .. note:: - Above example describes most basic implementation necessary to work. - It is recommended to use prepared template, which can be downloaded - from :download:`here <../misc/custom_data_loaders.py>`. + The above example describes the most basic implementation necessary to + work. It is recommended to use prepared template, which can be + downloaded from :download:`here <../misc/custom_data_loaders.py>`. + + .. seealso:: + See :meth:`~data_browser.DataBrowser.load_custom_data_loaders` for more + details. 2. Making **CustomDataloader** visible for :mod:`piva` is accomplished through :class:`DataloaderImporter` object. Its proper configuration requires @@ -136,21 +140,12 @@ Description below shows step by step how to achieve both. it on any operating system can be found `here `_. - At the beginning of the session :mod:`piva` will search for the + At the beginning of the session, :mod:`piva` will search for the :class:`DataloaderImporter` class and execute whatever code it contains. - Users are in complete liberty of implementing the object according to - their preferences, but they might benefit from the example code provided - :download:`here <../misc/piva_dataloader_importer.py>`, that contains most - basic solution. - - .. seealso:: - See :meth:`~data_browser.DataBrowser.load_custom_data_loaders` for more - details. - - Correctly loaded **CustomDataloader** should appear in **DataBrowser** + Correctly loaded **CustomDataloader** should appear in **DataBrowser's** drop-down menu: -.. figure:: ../img/dl-cdl.png +.. figure:: ../img/dl/dl-cdl.png :width: 276 :height: 256 :align: center @@ -163,6 +158,33 @@ Description below shows step by step how to achieve both. the loader will be automatically imported at the beginning of each :mod:`piva` session and available to the user immediately. + + +.. _sec-custom-dl-example: + +Example +------- +Users are free to implement custom data loaders according to their +preferences. However, they may find the provided template +:download:`here <../misc/piva_dataloader_importer.py>` helpful. +The template offers a basic implementation of the :class:`DataloaderImporter` +and :class:`CustomDataloader` classes. + +Additionally, the template can be used to test the configuration with an +example :download:`spectrum file <../misc/simulated_spectrum.h5>`, which +contains a simulated 2D spectrum: + +.. figure:: ../img/dl/dl-test_spectrum.png + :width: 414 + :height: 440 + :align: center + :alt: Image not found. + + + +Contributing +------------ + We encourage everyone to share their tested, self-written data loaders with the community by adding them to :mod:`piva`'s source code. This can be done ideally `directly through GitHub `_ or diff --git a/docs/source/db.rst b/docs/source/db.rst index 1ba838e..0f861bf 100644 --- a/docs/source/db.rst +++ b/docs/source/db.rst @@ -12,7 +12,7 @@ simply run:: in the terminal. This will start a :mod:`piva` session and open the following window: -.. figure:: ../img/db-labels.png +.. figure:: ../img/db/db-labels.png :alt: Image not found. - The left-hand side of the window provides a **tree-view** of the filesystem, diff --git a/docs/source/fitters.rst b/docs/source/fitters.rst index 9a1d347..e751034 100644 --- a/docs/source/fitters.rst +++ b/docs/source/fitters.rst @@ -25,7 +25,7 @@ selected fitting range. Its layout is shown and described below. -.. figure:: ../img/fitters-mdc-main.png +.. figure:: ../img/fitters_plottool/fitters-mdc-main.png :alt: Image not found. ===== ======================================================================= @@ -58,7 +58,7 @@ Fitting tab Contains all widgets useful for interactive fitting of MDCs. -.. figure:: ../img/fitters-mdc-fitting_tab.png +.. figure:: ../img/fitters_plottool/fitters-mdc-fitting_tab.png :alt: Image not found. ======================= =================================================== @@ -97,7 +97,7 @@ perform gap analysis. Its layout is shown and described below. -.. figure:: ../img/fitters-edc-main.png +.. figure:: ../img/fitters_plottool/fitters-edc-main.png :alt: Image not found. ===== ======================================================================= diff --git a/docs/source/index.rst b/docs/source/index.rst index 8dd1a44..060ed13 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -15,6 +15,14 @@ Welcome to piva - Photoemission Interface for Visualization and Analysis! installation +.. toctree:: + :maxdepth: 2 + :caption: Data formats + + dataset + dataloaders + + .. toctree:: :maxdepth: 2 :caption: GUI @@ -28,10 +36,9 @@ Welcome to piva - Photoemission Interface for Visualization and Analysis! .. toctree:: :maxdepth: 2 - :caption: Data formats + :caption: Analysis - dataset - dataloaders + Data Ingestion and Analysis .. toctree:: diff --git a/docs/source/intro.rst b/docs/source/intro.rst index c4edeb8..3c9805e 100644 --- a/docs/source/intro.rst +++ b/docs/source/intro.rst @@ -22,6 +22,21 @@ exploration of large image-like datasets. While it can generally display any multidimensional data, most of its functionalities are tailored for users performing Angle-Resolved Photoemission Spectroscopy (ARPES) experiments. +The showcase video presented below offers a demonstration of the GUI's layout +and overall user experience, while also highlighting its core functionalities +and key features in action. + +.. raw:: html + +
+ +
+


+ + The package allows for live investigation of various datasets individually, as well as linking separate datasets for simultaneous browsing. Interactive sliders enable the display of multidimensional data across all available diff --git a/docs/source/notebooks/analysis.ipynb b/docs/source/notebooks/analysis.ipynb new file mode 100644 index 0000000..16fd03a --- /dev/null +++ b/docs/source/notebooks/analysis.ipynb @@ -0,0 +1,267 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "3ec8ebdc-dadc-4950-bf9a-4b9a9f479b33", + "metadata": {}, + "source": [ + "(analysis-notebook)=\n", + "\n", + "# Data Ingestion and Analysis\n", + "\n", + "PIVA includes a continuously expanding library of analysis routines and procedures, which, along with detailed documentation, can be found in the module [working_procedures](sec-working_procedures-file). While the module can be imported and used in any environment of the user’s choice, the following example demonstrates how data ingestion and initial analysis can be performed using a Jupyter Notebook template and the export tools embedded in PIVA.\n", + "\n", + "More details on exporting workspaces between the PIVA GUI and Jupyter Notebook can be found [here](sec-utilities-panel-file).\n", + "\n", + "To provide step-by-step instructions, from loading the data file to displaying the fitting results, the following example demonstrates a generic case of determining the Fermi level correction and the experimental energy resolution based on a measurement of polycrystalline gold. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "literary-military", + "metadata": {}, + "outputs": [], + "source": [ + "# import relevant packages\n", + "\n", + "# piva packages\n", + "import piva.data_loaders as dl\n", + "import piva.working_procedures as wp\n", + "# general python utilities\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib import interactive\n", + "import pandas as pd\n", + "# from scipy import optimize as opt\n", + "\n", + "# use \"matplotlib qt\" to open plots in an interactive window\n", + "use_qt = False\n", + "if use_qt:\n", + " %matplotlib qt\n", + "else:\n", + " %matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "spectacular-course", + "metadata": {}, + "outputs": [], + "source": [ + "# load file and extract data for easier access\n", + "path = 'absolute/path'\n", + "fname = 'Au_103eV_V10um_PE10_LHQ_0000.h5'\n", + "dataset = dl.load_data(path + fname)\n", + "data, slit_ax, erg_ax = dataset.data[0, :, :], dataset.yscale, dataset.zscale" + ] + }, + { + "cell_type": "markdown", + "id": "278f3012-7f97-407d-b2c1-027513f11a48", + "metadata": {}, + "source": [ + "## Fit Fermi-Dirac Distribution\n", + "\n", + "Plot the raw spectrum, prepare the data for analysis, and fit the Fermi-Dirac function using the `fit_fermi_dirac` method." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "92f02417-260c-4113-b49b-4fa4f02b990c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot and fit the measured scan\n", + "fig = plt.figure(figsize=[11, 4])\n", + "gs = fig.add_gridspec(1, 2, wspace=0.42, hspace=0.25, top=0.9, bottom=0.1, left=0.1, right=0.95)\n", + "ax00 = fig.add_subplot(gs[0, 0])\n", + "ax01 = fig.add_subplot(gs[0, 1])\n", + "\n", + "# display the detector image\n", + "ee, kk = np.meshgrid(erg_ax, slit_ax)\n", + "\n", + "ax00.pcolormesh(ee, kk, data)\n", + "ax00.set_title('Detector image')\n", + "ax00.set_xlabel('Binding energy (eV)')\n", + "ax00.set_ylabel('Analyzer angle (deg)')\n", + "\n", + "\n", + "# analyze the data\n", + "edc = wp.normalize(np.sum(data, axis=0)) # summarize all angular channels\n", + "ε0 = erg_ax[wp.detect_step(edc)] # find initial guess for E_F\n", + "\n", + "res = wp.fit_fermi_dirac(erg_ax, edc, ε0, T=dataset.temp) # fit Fermi-Dirac distrubution with a Gausian component\n", + "par, fit_func, cov, resol, Δresol = res # extract fitting results\n", + "Fermi_Dirac = fit_func(erg_ax) # get the Fermi-Dirac distribution\n", + "\n", + "# plot the summed EDC and the fitted curve\n", + "ax01.plot(erg_ax, edc, label='Data')\n", + "ax01.plot(erg_ax, Fermi_Dirac, label='Fermi-Dirac distribution')\n", + "ax01.set_title('Summed EDCs')\n", + "ax01.set_xlabel('Binding energy (eV)')\n", + "ax01.set_ylabel('Spectral weight (a.u.)')\n", + "ax01.legend();" + ] + }, + { + "cell_type": "markdown", + "id": "8c67fc54-f643-4534-b34e-296b90662e00", + "metadata": {}, + "source": [ + "### Fit results\n", + "\n", + "Display the fit results for comparison." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6eb40288-1e48-48d2-b01e-52059f4b854b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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scan nameEf, meVEf error, meVresolution, meVresolution error, meV
0Au_103eV_V10um_PE10_LHQ_0000.h5-23.490.2425.010.82
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" + ], + "text/plain": [ + " scan name Ef, meV Ef error, meV resolution, meV \\\n", + "0 Au_103eV_V10um_PE10_LHQ_0000.h5 -23.49 0.24 25.01 \n", + "\n", + " resolution error, meV \n", + "0 0.82 " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Ef = '{:.2f}'.format(par[0] * 1000)\n", + "ΔEf = '{:.2f}'.format(np.sqrt(np.diag(cov)[0]) * 1000)\n", + "σ = '{:.2f}'.format(resol * 1000)\n", + "Δσ = '{:.2f}'.format(Δresol * 1000)\n", + "\n", + "df = {'scan name':[fname], 'Ef, meV':[Ef], 'Ef error, meV':[ΔEf], 'resolution, meV':[σ], 'resolution error, meV':[Δσ]}\n", + "df = pd.DataFrame(data=df)\n", + "df" + ] + }, + { + "cell_type": "markdown", + "id": "29b848e0-c94b-4454-afd2-e63c4623f6ca", + "metadata": {}, + "source": [ + "## Contributing\n", + "\n", + "We encourage everyone to share their tested, self-written analysis and modeling procedures with\n", + "the community by adding them to PIVA's source code. This can be done\n", + "ideally [directly through GitHub](https://github.com/pudeIko/piva) or\n", + "alternatively by contacting the development team:\n", + "\n", + "[Wojtek Pudelko](mailto:wojciech.pudelko@psi.ch) and [Kevin Kramer](mailto:kevin.pasqual.kramer@proton.me)\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "varInspector": { + "cols": { + "lenName": 16, + "lenType": 16, + "lenVar": 40 + }, + "kernels_config": { + "python": { + "delete_cmd_postfix": "", + "delete_cmd_prefix": "del ", + "library": "var_list.py", + "varRefreshCmd": "print(var_dic_list())" + }, + "r": { + "delete_cmd_postfix": ") ", + "delete_cmd_prefix": "rm(", + "library": "var_list.r", + "varRefreshCmd": "cat(var_dic_list()) " + } + }, + "types_to_exclude": [ + "module", + "function", + "builtin_function_or_method", + "instance", + "_Feature" + ], + "window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/source/plottool.rst b/docs/source/plottool.rst index 3e96552..8a29bb9 100644 --- a/docs/source/plottool.rst +++ b/docs/source/plottool.rst @@ -13,7 +13,7 @@ access it from menu bar of the :ref:`DataBrowser `. Its overall layout is shown below. -.. figure:: ../img/plottool-main.png +.. figure:: ../img/fitters_plottool/plottool-main.png :alt: Image not found. ===== ======================================================================= @@ -47,7 +47,7 @@ Add/Remove data tab Allows for general management over imported data. -.. figure:: ../img/plottool-up-add_remove.png +.. figure:: ../img/fitters_plottool/plottool-up-add_remove.png :alt: Image not found. =================== ======================================================= @@ -87,7 +87,7 @@ Helps to adjust and personalize appearance of the imported curves. All changes made in this tab are performed on a curve currently selected in the **Curves** list. -.. figure:: ../img/plottool-up-edit_curves.png +.. figure:: ../img/fitters_plottool/plottool-up-edit_curves.png :alt: Image not found. =============== =========================================================== @@ -103,7 +103,7 @@ Edit plot tab Helps to adjust and personalize overall appearance of the plot. -.. figure:: ../img/plottool-up-edit_plot.png +.. figure:: ../img/fitters_plottool/plottool-up-edit_plot.png :alt: Image not found. =============== =========================================================== @@ -129,7 +129,7 @@ Sliding markers across the curve helps to read exact position (*x* and *y*) of fine features on the plot and display differences between their positions (*dx* and *dy*) along the corresponding direction. -.. figure:: ../img/plottool-up-markers.png +.. figure:: ../img/fitters_plottool/plottool-up-markers.png :alt: Image not found. @@ -139,7 +139,7 @@ Annotate tab Allows to append text annotations on the plot to include some useful information. -.. figure:: ../img/plottool-up-annotate.png +.. figure:: ../img/fitters_plottool/plottool-up-annotate.png :alt: Image not found. ===================== ======================================================= diff --git a/docs/source/viewers.rst b/docs/source/viewers.rst index 257d0ac..0ee06c2 100644 --- a/docs/source/viewers.rst +++ b/docs/source/viewers.rst @@ -16,7 +16,7 @@ and :class:`~utilities_panel.UtilitiesPanel`, responsible for slicing/displaying updated plots and manipulation on the data, respectively. Its layout and components are described below: -.. figure:: ../img/dv-2d-main.png +.. figure:: ../img/dv/dv-2d-main.png :alt: Image not found. .. _sec-2d-viewer-table: @@ -58,7 +58,7 @@ as a function of a third parameter, *e.g.* rotation angle or photon energy. Window's layout helps to simultaneously and intuitively present slices across all three perpendicular directions. -.. figure:: ../img/dv-3d-main.png +.. figure:: ../img/dv/dv-3d-main.png :alt: Image not found. ===== ======================================================================= @@ -92,7 +92,7 @@ for visualizing such datasets, acquired by rastering the beam over the sample's surface and spatially resolving electronic dispersion. -.. figure:: ../img/dv-4d-main.png +.. figure:: ../img/dv/dv-4d-main.png :alt: Image not found. ===== ======================================================================= @@ -131,10 +131,10 @@ Volume tab ^^^^^^^^^^ Gives additional control over the sliders and allows to integrate data. -Helps to better orientate on both levels: data matrix and experimental +Helps to better orient on both levels: data matrix and experimental coordinates. -.. figure:: ../img/dv-up-volume.png +.. figure:: ../img/dv/dv-up-volume.png :alt: Image not found. =============== ============================================================== @@ -165,7 +165,7 @@ Image tab Controls visual aspects of displayed images, from simple colormap selection and color scaling to more advanced processing methods. -.. figure:: ../img/dv-up-image.png +.. figure:: ../img/dv/dv-up-image.png :alt: Image not found. ====================== ======================================================= @@ -199,7 +199,7 @@ Axes tab Allows to apply corrections, change scale of the energy axis and perform transformation to momentum space. -.. figure:: ../img/dv-up-axes.png +.. figure:: ../img/dv/dv-up-axes.png :alt: Image not found. ====================== ======================================================= @@ -220,9 +220,9 @@ Energy correction Apply manually energy corrections for Fermi level and lattice constants. Conversion with default values (:math:`\pi`) gives axes in units of inverse angstroms. - - *Copy from 'Orientate'* button allows to use the + - *Copy from 'Orient'* button allows to use the values for the location of :math:`\Gamma` found in - the *Orientate* tab. + the *Orient* tab. Conversion algorithm follows procedure described by `Ishida et al. `_ @@ -239,15 +239,15 @@ Energy correction Apply manually energy corrections for Fermi level and See :func:`~working_procedures.rescale_data` for more details. -.. _sec-utilities-panel-orientate: +.. _sec-utilities-panel-orient: -Orientate tab -^^^^^^^^^^^^^ +Orient tab +^^^^^^^^^^ Contains tools useful for sample alignment at the beginning of the experiment. -.. figure:: ../img/dv-up-orientate.png +.. figure:: ../img/dv/dv-up-orientate.png :alt: Image not found. ======================= ====================================================== @@ -274,7 +274,7 @@ File related options. Allows to edit and browse through metadata. Gives a quick, *one-click* solution for jumping to the JupyterLab to perform more sophisticated analysis. -.. figure:: ../img/dv-up-file.png +.. figure:: ../img/dv/dv-up-file.png :alt: Image not found. ============================ ================================================= @@ -291,9 +291,12 @@ summing options Sum current data with a given data file. Method :meth:`sum_datasets ` for more details. -open in JupyterLab Create (*touch* button) new ``notebook`` file - with exported details for plotting currently - displayed image. *start JL session* opens new +open in JupyterLab Create a new ``notebook`` file (*touch* button) + with exported details for easier plotting and + analysis of the currently displayed image. + (See :ref:`analysis-notebook` for more + information.) + *start JL session* opens new ``jupyter-lab`` server. open experimental logbook Create new ``notebook`` file with an automated experimental logbook for selected beamline. diff --git a/piva/data_browser.py b/piva/data_browser.py index f53fb34..ad53159 100644 --- a/piva/data_browser.py +++ b/piva/data_browser.py @@ -146,8 +146,8 @@ def open_dv(self, fname: str, example: bool = False) -> None: """ Open selected file in a **DataViewer**. - :type example: if :py:obj:`True` open example dataset :param fname: absolute path to selected file + :param example: if :py:obj:`True` open example dataset """ if example: @@ -785,6 +785,7 @@ def add_viewer_to_linked_list(self, fname: str, dim: int = 2) -> None: """ Add a newly opened viewer to linking lists of other with matching dimensionality, enabling it for linking. + :param fname: viewer's name/index :param dim: dataset's dimensionality """