Source code for pandora.refinement.vfit

#!/usr/bin/env python
# coding: utf8
#
# Copyright (c) 2024 Centre National d'Etudes Spatiales (CNES).
#
# This file is part of PANDORA
#
#     https://github.com/CNES/Pandora
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# Licensed under the Apache License, Version 2.0 (the "License");
# you may not use this file except in compliance with the License.
# You may obtain a copy of the License at
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#     http://www.apache.org/licenses/LICENSE-2.0
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# Unless required by applicable law or agreed to in writing, software
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# See the License for the specific language governing permissions and
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"""
This module contains functions associated to the vfit method used in the refinement step.
"""

from typing import Dict, Tuple
import os
from ast import literal_eval

import numpy as np
from json_checker import Checker, And
from numba import njit

import pandora.constants as cst
from . import refinement


@refinement.AbstractRefinement.register_subclass("vfit")
[docs] class Vfit(refinement.AbstractRefinement): """ Vfit class allows to perform the subpixel cost refinement step """ def __init__(self, **cfg: str) -> None: """ :param cfg: optional configuration, {} :type cfg: dict :return: None """
[docs] self.cfg = self.check_conf(**cfg)
[docs] self._refinement_method_name = str(self.cfg["refinement_method"])
@staticmethod
[docs] def check_conf(**cfg: str) -> Dict[str, str]: """ Add default values to the dictionary if there are missing elements and check if the dictionary is correct :param cfg: refinement configuration :type cfg: dict :return cfg: refinement configuration updated :rtype: dict """ schema = {"refinement_method": And(str, lambda x: "vfit")} checker = Checker(schema) checker.validate(cfg) return cfg
[docs] def desc(self) -> None: """ Describes the subpixel refinement method :return: None """ print("Vfit refinement method")
@staticmethod @njit(cache=literal_eval(os.environ.get("PANDORA_NUMBA_CACHE", "True")))
[docs] def refinement_method(cost: np.ndarray, disp: float, measure: str) -> Tuple[float, float, int]: """ Return the subpixel disparity and cost, by matching a symmetric V shape (linear interpolation) :param cost: cost of the values disp - 1, disp, disp + 1 :type cost: 1D numpy array : [cost[disp -1], cost[disp], cost[disp + 1]] :param disp: the disparity :type disp: float :param measure: the type of measure used to create the cost volume :param measure: string = min | max :return: the disparity shift, the refined cost and the state of the pixel( Information: \ calculations stopped at the pixel step, sub-pixel interpolation did not succeed ) :rtype: float, float, int """ if (np.isnan(cost[0])) or (np.isnan(cost[2])): # Information: calculations stopped at the pixel step, sub-pixel interpolation did not succeed return 0, cost[1], cst.PANDORA_MSK_PIXEL_STOPPED_INTERPOLATION inverse = 1 if measure == "max": # Additive inverse : if a < b then -a > -b inverse = -1 # Check if cost[disp] is the minimum cost (or maximum using similarity measure) before matching a symmetric V # shape, if not, interpolation is not applied if (inverse * cost[1] > inverse * cost[0]) or (inverse * cost[1] > inverse * cost[2]): return 0, cost[1], cst.PANDORA_MSK_PIXEL_STOPPED_INTERPOLATION # The problem is to approximate sub_cost function with an affine function: y = a * x + origin # Calculate the slope a = cost[2] - cost[1] # Compare the difference disparity between (cost[0]-cost[1]) and (cost[2]-cost[1]): the highest cost is used if (inverse * cost[0]) > (inverse * cost[2]): a = cost[0] - cost[1] if abs(a) < 1.0e-15: return 0, cost[1], 0 # Problem is resolved with tangents equality, due to the symmetric V shape of 3 points (cv0, cv2 and (x,y)) # sub_disp is dx sub_disp = (cost[0] - cost[2]) / (2 * a) # sub_cost is y sub_cost = a * (sub_disp - 1) + cost[2] return sub_disp, sub_cost, 0