Add documentation for matlab files
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@ -6,6 +6,20 @@
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% --------------
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%
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function varargout = eliminateEmptyValues(varargin)
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% ELIMINATEEMPTYVALUES Removes empty values from input columns
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%
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% [out1, out2, ...] = ELIMINATEEMPTYVALUES(in1, in2, ...) removes empty
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% or NaN values from the input columns. The function takes a variable
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% number of input arguments and returns the corresponding output columns
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% without empty or NaN values. The inputs can be numeric arrays or cell
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% arrays, and the function will remove entries that are empty in any of
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% the input columns.
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%
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% Example:
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% [a, b] = eliminateEmptyValues([1, NaN, 3], {'A', '', 'C'});
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% % Result: a = [1, 3], b = {'A', 'C'}
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%
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if isempty(varargin)
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return;
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end
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@ -6,6 +6,22 @@
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% --------------
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%
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function [varargout] = extractColumns(catalog, varargin)
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% EXTRACTCOLUMNS Extracts specified columns from a catalog structure
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%
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% [col1, col2, ...] = EXTRACTCOLUMNS(catalog, 'colName1', 'colName2', ...)
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% extracts the columns with the specified names from the catalog
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% structure. The catalog is expected to be an array of structures where
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% each structure has fields 'field' and 'val'. The function returns the
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% values of the requested columns.
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%
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% Example:
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% catalog(1).field = 'ID'; catalog(1).val = [1, 2, 3];
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% catalog(2).field = 'Time'; catalog(2).val = [100, 200, 300];
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% [id, time] = extractColumns(catalog, 'ID', 'Time');
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% % Result: id = [1, 2, 3], time = [100, 200, 300]
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%
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% See also: FINDCATALOGCOLUMN.
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for i = 1:length(varargin)
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colName = varargin{i};
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varargout{i} = findColumn(catalog, colName);
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@ -13,6 +29,12 @@ function [varargout] = extractColumns(catalog, varargin)
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end
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function column = findColumn(catalog, colName)
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% FINDCOLUMN Helper function to find the values of a column in a catalog
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%
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% column = FINDCOLUMN(catalog, colName) searches the catalog structure
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% for the specified column name and returns its values. If the column
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% does not exist, an error is thrown.
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for c = 1:length(catalog)
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if strcmp(catalog(c).field, colName)
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column = catalog(c).val;
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@ -3,10 +3,24 @@
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% Copyright © 2022 ACK Cyfronet AGH, Poland.
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% --------------
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%
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% Returns index of the column with the specified colName within the given catalog
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%
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% TODO use this function in extractColumns.m
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function columnIdx = findCatalogColumn(catalog, colName)
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% FINDCATALOGCOLUMN Find the index of a column in a catalog
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%
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% columnIdx = FINDCATALOGCOLUMN(catalog, colName) returns the index of
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% the column with the specified name within the given catalog structure.
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% The catalog is expected to be an array of structures where each
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% structure has a 'field' representing the column name.
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%
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% Example:
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% catalog(1).field = 'ID'; catalog(2).field = 'Time';
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% idx = findCatalogColumn(catalog, 'Time');
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% % Result: idx = 2
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%
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% Note: This function is intended to be used in conjunction with other
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% catalog processing functions.
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%
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% See also: EXTRACTCOLUMNS.
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for c = 1:length(catalog)
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if strcmp(catalog(c).field, colName)
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columnIdx = c;
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@ -4,6 +4,22 @@
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% -----------------
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%
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function [sortedCatalog] = sortByTime(catalog)
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% SORTBYTIME Sorts a catalog structure by the 'Time' column
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%
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% sortedCatalog = SORTBYTIME(catalog) sorts the given catalog structure
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% based on the values in the 'Time' column. The catalog is expected to be
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% an array of structures where each structure has fields 'field' and
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% 'val'. The function rearranges the catalog entries in ascending order
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% of time.
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%
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% Example:
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% catalog(1).field = 'ID'; catalog(1).val = [3, 2, 1];
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% catalog(2).field = 'Time'; catalog(2).val = [300, 200, 100];
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% sortedCatalog = sortByTime(catalog);
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% % Result: sortedCatalog(2).val = [100, 200, 300]
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%
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% See also: FINDCATALOGCOLUMN, SORTROWS.
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timeColIndex = find(strcmp('Time', {catalog.field}));
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if ~isempty(timeColIndex)
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[~, sortedIndexes] = sortrows(catalog(timeColIndex).val);
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@ -4,7 +4,20 @@
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% -----------------
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%
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function [wc]=wavecut(wf,startp,endp)
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% WAVECUT Extracts a segment of a waveform
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%
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% [WC] = WAVECUT(WF, STARTP, ENDP) extracts a segment of the waveform WF
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% starting at position STARTP and ending at position ENDP. The input
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% waveform WF is assumed to be a vector. STARTP and ENDP should be
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% numeric values indicating the start and end positions of the desired
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% segment.
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%
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% Example:
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% wf = sin(0:0.01:2*pi);
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% segment = wavecut(wf, 50, 150);
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% plot(segment);
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%
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% See also: other functions that process waveforms.
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wc=wf(round(startp):round(endp));
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end
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