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    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "import numpy as np\n", + "import cv2 as cv\n", + "\n", + "\n", + "ref_img = cv.imread(\"../data/optflow/1080p_00.png\", cv.IMREAD_GRAYSCALE)\n", + "cur_img = cv.imread(\"../data/optflow/1080p_00.png\", cv.IMREAD_GRAYSCALE)\n", + "\n", + "\n", + "akaze = cv.AKAZE_create(max_points=5000)\n", + "kps, des = akaze.detectAndCompute(ref_img, None)\n", + "ref_kps = np.array([(kp.pt[0], kp.pt[1]) for kp in kps], dtype=np.float32)\n", + "#print(ref_kps)\n", + "\n", + "lk_params = dict(winSize = (21, 21), \n", + " maxLevel = 3,\n", + " criteria = (cv.TERM_CRITERIA_EPS | cv.TERM_CRITERIA_COUNT, 30, 0.01))\n", + "\n", + "bit = cv.TERM_CRITERIA_EPS | cv.TERM_CRITERIA_COUNT\n", + "\n", + "kp2, st, err = cv.calcOpticalFlowPyrLK(ref_img, cur_img, ref_kps, None, **lk_params) \n", + "print(kp2)\n", + "\n", + "plt.imshow(ref_img, cmap='gray')\n", + "\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/tests/optflowpyrlk.rs b/tests/optflowpyrlk.rs new file mode 100644 index 000000000..51865c8b9 --- /dev/null +++ b/tests/optflowpyrlk.rs @@ -0,0 +1,81 @@ +#![cfg(ocvrs_has_module_video)] + +use std::cmp::Ordering; + +use opencv as cv; +use opencv::core as cv_core; +use cv::{features2d::*, Result}; +use cv_core::{ Size, TermCriteria, VectorToVec, KeyPoint, Mat, Ptr, Vector, Point2f}; +use cv::imgcodecs::*; + +#[test] +pub fn check_optical_flow_points() -> Result<()>{ + //let mut detector = ORBFeatureDetector::create(); + let mut detector = AKAZE::create_def()?; + + let prev_img = imread("tests/data/optflow/1080p_00.png", ImreadModes::IMREAD_GRAYSCALE.into()).unwrap(); + let cur_img = imread("tests/data/optflow/1080p_01.png", ImreadModes::IMREAD_GRAYSCALE.into()).unwrap(); + + let mut prev_kps = Vector::::new(); + let mut prev_desc = Mat::default(); + let mask = Mat::default(); + let _ = detector.detect_and_compute(&prev_img, &mask,&mut prev_kps, &mut prev_desc, false); + + let mut ref_pts = Vector::::new(); + let _ = KeyPoint::convert_def(&prev_kps, &mut ref_pts); //Converts the KeyPoints to raw Points2f + + debug_keypoints(&ref_pts); + + let next_kps = track_pyr_lk(&prev_img, &cur_img, &ref_pts); + + println!("dumping key_points: "); + debug_keypoints(&next_kps); + + let detects = next_kps.len(); + println!("detects: {}", detects); + + // This should fail + next_kps.to_vec().iter().for_each(|k| assert!( k.x.partial_cmp(&0.0) == Some(Ordering::Equal) && k.y.partial_cmp(&0.0) == Some(Ordering::Equal) )); + + Ok(()) +} + +fn track_pyr_lk(prev_img: &Mat, cur_img: &Mat, ref_pts: &Vector) -> Vector::{ + + let mut cur_key_points = Vector::::new(); + let min_eig = 1e-4; + let flags = 0; // OPTFLOW_LK_GET_MIN_EIGENVALS vs OPTFLOW_USE_INITIAL_FLOW + let size = Size::new(21,21); + let crit = TermCriteria::default().unwrap(); // TermCriteria::new(typ, 30 , 0.01).unwrap(); + let max_levels=3; + let mut err = Vector::::new(); + let mut status = Vector::::new(); + + let _ =cv::video::calc_optical_flow_pyr_lk( + &prev_img, + &cur_img, + &ref_pts, + &mut cur_key_points, + &mut status, + &mut err, + size, + max_levels, + crit, + flags, + min_eig, + ); + + cur_key_points + +} + +pub fn debug_keypoints(kps: &Vector){ + let points = kps.to_vec(); + println!("[debug] keypoints len:{}" , kps.len()); + + if kps.len() < 3 { return ; }; + + points[0..3].iter().for_each(|v| println!("{}, {}", v.x, v.y)); + println!("....,"); + points[points.len()-3..].iter().for_each(|v| println!("{}, {}", v.x, v.y)); +} \ No newline at end of file From 5de75536475218a3459e3d5cb2fb8f668a21af7d Mon Sep 17 00:00:00 2001 From: sjbeskur Date: Sun, 1 Sep 2024 12:10:58 -0600 Subject: [PATCH 2/5] comments --- tests/notebooks/calc_opt_flow_pyr_lk.ipynb | 6 +++--- tests/optflowpyrlk.rs | 8 ++++++-- 2 files changed, 9 insertions(+), 5 deletions(-) diff --git a/tests/notebooks/calc_opt_flow_pyr_lk.ipynb b/tests/notebooks/calc_opt_flow_pyr_lk.ipynb index d7747fdce..fb135db40 100644 --- a/tests/notebooks/calc_opt_flow_pyr_lk.ipynb +++ b/tests/notebooks/calc_opt_flow_pyr_lk.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 12, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -21,10 +21,10 @@ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 12, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, diff --git a/tests/optflowpyrlk.rs b/tests/optflowpyrlk.rs index 51865c8b9..1ee526c84 100644 --- a/tests/optflowpyrlk.rs +++ b/tests/optflowpyrlk.rs @@ -34,8 +34,12 @@ pub fn check_optical_flow_points() -> Result<()>{ let detects = next_kps.len(); println!("detects: {}", detects); - // This should fail - next_kps.to_vec().iter().for_each(|k| assert!( k.x.partial_cmp(&0.0) == Some(Ordering::Equal) && k.y.partial_cmp(&0.0) == Some(Ordering::Equal) )); + // NOTE: See python results in tests/notebook/calc_opt_flow_pyr_lk.ipynb + // + // I assume This should FAIL as the python bindings return nonzero results + // I mean like some items might be zero but not all ?? + next_kps.to_vec().iter().for_each(|k| assert_ne!( k.x.partial_cmp(&0.0), Some(Ordering::Equal))); + next_kps.to_vec().iter().for_each(|k| assert_ne!( k.y.partial_cmp(&0.0), Some(Ordering::Equal))); Ok(()) } From 6ccf85228d9f91d42f84d11137b465cf936c863d Mon Sep 17 00:00:00 2001 From: sjbeskur Date: Sun, 1 Sep 2024 14:47:52 -0600 Subject: [PATCH 3/5] clean up --- tests/optflowpyrlk.rs | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/tests/optflowpyrlk.rs b/tests/optflowpyrlk.rs index 1ee526c84..3a4fc6930 100644 --- a/tests/optflowpyrlk.rs +++ b/tests/optflowpyrlk.rs @@ -38,8 +38,8 @@ pub fn check_optical_flow_points() -> Result<()>{ // // I assume This should FAIL as the python bindings return nonzero results // I mean like some items might be zero but not all ?? - next_kps.to_vec().iter().for_each(|k| assert_ne!( k.x.partial_cmp(&0.0), Some(Ordering::Equal))); - next_kps.to_vec().iter().for_each(|k| assert_ne!( k.y.partial_cmp(&0.0), Some(Ordering::Equal))); + let total: f32 = next_kps.iter().map(|k| k.x + k.y).sum(); + assert_ne!(total, 0.0); Ok(()) } From 8f2cb4f57082200cd115080c77f7d55acc27441e Mon Sep 17 00:00:00 2001 From: sjbeskur Date: Sun, 1 Sep 2024 14:49:00 -0600 Subject: [PATCH 4/5] formating --- tests/optflowpyrlk.rs | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/tests/optflowpyrlk.rs b/tests/optflowpyrlk.rs index 3a4fc6930..57980ba0c 100644 --- a/tests/optflowpyrlk.rs +++ b/tests/optflowpyrlk.rs @@ -50,7 +50,7 @@ fn track_pyr_lk(prev_img: &Mat, cur_img: &Mat, ref_pts: &Vector) -> Vec let min_eig = 1e-4; let flags = 0; // OPTFLOW_LK_GET_MIN_EIGENVALS vs OPTFLOW_USE_INITIAL_FLOW let size = Size::new(21,21); - let crit = TermCriteria::default().unwrap(); // TermCriteria::new(typ, 30 , 0.01).unwrap(); + let crit = TermCriteria::default().unwrap(); // TermCriteria::new(typ, 30 , 0.01).unwrap(); let max_levels=3; let mut err = Vector::::new(); let mut status = Vector::::new(); From 20961bff33accd67e9bf6d784a4c42417a295d36 Mon Sep 17 00:00:00 2001 From: sam Date: Tue, 3 Sep 2024 10:44:29 -0600 Subject: [PATCH 5/5] Update optflowpyrlk.rs error vec must be of typed --- tests/optflowpyrlk.rs | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/tests/optflowpyrlk.rs b/tests/optflowpyrlk.rs index 57980ba0c..b3b8d5cfb 100644 --- a/tests/optflowpyrlk.rs +++ b/tests/optflowpyrlk.rs @@ -46,13 +46,13 @@ pub fn check_optical_flow_points() -> Result<()>{ fn track_pyr_lk(prev_img: &Mat, cur_img: &Mat, ref_pts: &Vector) -> Vector::{ - let mut cur_key_points = Vector::::new(); + let mut cur_key_points = Vector::::new(); let min_eig = 1e-4; let flags = 0; // OPTFLOW_LK_GET_MIN_EIGENVALS vs OPTFLOW_USE_INITIAL_FLOW let size = Size::new(21,21); let crit = TermCriteria::default().unwrap(); // TermCriteria::new(typ, 30 , 0.01).unwrap(); let max_levels=3; - let mut err = Vector::::new(); + let mut err = Vector::::new(); let mut status = Vector::::new(); let _ =cv::video::calc_optical_flow_pyr_lk( @@ -82,4 +82,4 @@ pub fn debug_keypoints(kps: &Vector){ points[0..3].iter().for_each(|v| println!("{}, {}", v.x, v.y)); println!("....,"); points[points.len()-3..].iter().for_each(|v| println!("{}, {}", v.x, v.y)); -} \ No newline at end of file +}

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