TWI576652B - Conical calibration target used for calibrating image acquisition device - Google Patents

Conical calibration target used for calibrating image acquisition device Download PDF

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TWI576652B
TWI576652B TW104115319A TW104115319A TWI576652B TW I576652 B TWI576652 B TW I576652B TW 104115319 A TW104115319 A TW 104115319A TW 104115319 A TW104115319 A TW 104115319A TW I576652 B TWI576652 B TW I576652B
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correction
correcting member
image capturing
capturing device
conical
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TW104115319A
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TW201640214A (en
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黃吉宏
陳永祥
王偉中
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財團法人國家實驗研究院
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校正一影像擷取裝置使用之圓錐校正件Correcting a cone correction piece used by an image capture device

本發明係關於一種校正一影像擷取裝置使用之校正件;更特定言之,本發明係關於一種校正一影像擷取裝置使用之圓錐曲面校正件,其能同時提供多種投影距離資訊。The present invention relates to a calibrator for use in calibrating an image capture device; more particularly, the invention relates to a conical surface correction member for use in calibrating an image capture device that provides a plurality of projection distance information simultaneously.

拍攝一全域空間場景時多以多部影像擷取裝置同時進行拍攝,以能得到該空間內任意位置影像資訊,此時需要先建立該等影像擷取裝置之校正,以確定該等影像擷取裝置能互相合作取得適用之資訊,其中校正係指求取影像擷取裝置之內部參數與外部參數的過程。為進行校正,一般在該等影像擷取裝置之外設有一校正件,以供取得影像擷取裝置之內外部參數,且影像擷取裝置之位置與方位之定義係採直角座標系統(卡式座標系統),因其能提供影像擷取裝置相對於校正件之方位角位置之系統指向性。When shooting a global space scene, multiple image capturing devices are simultaneously photographed to obtain image information of any position in the space. At this time, correction of the image capturing devices needs to be established to determine the image capturing. The devices can cooperate with each other to obtain applicable information, wherein the correction refers to the process of obtaining internal and external parameters of the image capture device. For calibration, a correction member is generally provided outside the image capturing device for obtaining internal and external parameters of the image capturing device, and the position and orientation of the image capturing device are defined by a right angle coordinate system (card type) Coordinate system) because it provides system directivity of the azimuthal position of the image capture device relative to the correction member.

影像擷取裝置之內部參數反映影像擷取裝置座標系統中之三維目標點與二維影像點之間的映射關係,影像擷取裝置外部參數則是指目標點在目標點的世界座標系統與影像擷取裝置座標系統之間的旋轉與平移關係。常用之影像擷取裝置內部參數包含焦距、鏡頭投影中心成像在影像上的位置、像素的長寬比、鏡頭扭曲變形等參數。一般而言,如果影像擷取裝置之內部機構與鏡頭不變動,則影像擷取裝置內部參數該是固定的,與影像擷取裝置的擺放位置無關;但對於具備變焦鏡頭的影像擷取裝置而言,其內在參數(如焦距等)會隨著焦點的不同而改變。常用的影像擷取裝置外在參數包含影像擷取裝置在三維座標中的位置與拍攝方向,包含旋轉矩陣與位移矩陣,與影像擷取裝置內在參數之不同在於:影像擷取裝置外在參數與影像擷取裝置的擺放位置與拍攝方向有關,故每當影像擷取裝置被移動一次之後,其外在參數就需要再做一次重新校正。The internal parameters of the image capturing device reflect the mapping relationship between the three-dimensional target point and the two-dimensional image point in the coordinate system of the image capturing device, and the external parameters of the image capturing device refer to the world coordinate system and image of the target point at the target point. The relationship between rotation and translation between the coordinate system of the device is captured. Commonly used image capture device internal parameters include focal length, the position of the lens projection center image on the image, the aspect ratio of the pixel, and the distortion of the lens. Generally, if the internal mechanism and the lens of the image capturing device do not change, the internal parameters of the image capturing device are fixed regardless of the position of the image capturing device; however, the image capturing device with the zoom lens is provided. In terms, its intrinsic parameters (such as focal length, etc.) will change with the focus. The external parameters of the commonly used image capturing device include the position and shooting direction of the image capturing device in the three-dimensional coordinate, including the rotation matrix and the displacement matrix, and the difference between the internal parameters of the image capturing device is: the external parameters of the image capturing device and The position of the image capturing device is related to the shooting direction. Therefore, each time the image capturing device is moved once, the external parameters need to be recalibrated again.

習知校正件包含三維校正件、二維校正件、與一維校正件,分別如「第1A圖」、「第1B圖」及「第1C圖」所示。The conventional correction member includes a three-dimensional correction member, a two-dimensional correction member, and a one-dimensional correction member, as shown in "1A", "1B", and "1C", respectively.

三維校正件使用二或三個兩兩互相垂直的平面或一個平面物透過簡單且已知之平移來做校正,其能獲得精密的校正結果,但需要精密的機械移動平台,且難以運用在大範圍監控用之影像擷取裝置的校正上。The three-dimensional correcting member is calibrated by two or three mutually perpendicular planes or a plane through a simple and known translation, which can obtain precise correction results, but requires a precise mechanical moving platform and is difficult to use in a wide range. Correction of the image capture device for monitoring.

二維校正件上具已知距離的圖形,透過該平面校正件進行不同方向的旋轉及位移來達成校正目的,只需將當作校正點的圖形影印出來並貼到一不會任意扭曲的表面上即可。接著,拍攝該平面在各個不同角度的旋轉或位移所產生的影像,即可求得影像擷取裝置的參數。其主要缺點在於二維平面校正件旋轉至某一角度即無法觀測校正點資訊。A two-dimensional correction piece has a known distance pattern, and the plane correction piece performs rotation and displacement in different directions to achieve the purpose of correction, and only needs to print the image as a correction point and attach it to a surface that is not arbitrarily twisted. Just go up. Then, by taking an image generated by the rotation or displacement of the plane at different angles, the parameters of the image capturing device can be obtained. The main disadvantage is that the two-dimensional plane correction member can not observe the correction point information when it is rotated to a certain angle.

一維校正件為已知長度者,固定其一端並移動另一端即可估測影像擷取裝置的參數。當需要校正多台交互重疊影像擷取裝置之外部參數時,校正點需要同時被多台影像擷取裝置看到。其主要缺點為需要固定一端並移動另一端產生多組校正影像。If the one-dimensional correcting member is of known length, the parameters of the image capturing device can be estimated by fixing one end and moving the other end. When it is necessary to correct the external parameters of multiple interactive overlapping image capturing devices, the calibration points need to be seen by multiple image capturing devices at the same time. The main disadvantage is that it requires a fixed end and moves the other end to produce multiple sets of corrected images.

從上各種維度之校正件中知,其中三維具有實務應用上之困難而一維及二維均因為平板面造成的校正目標點上的遮蔽效應,當平板校正件經過旋轉後不同的兩點可能會有一或兩點被遮蔽住而失去校正之作用。It is known from the correction parts of various dimensions that three-dimensional has difficulty in practical application, and one-dimensional and two-dimensional ones have shielding effects on the correction target point caused by the flat surface, and two different points may be different when the flat correction member is rotated. One or two points will be blocked and the correction will be lost.

鑒於上述習知技術存在之校正目標點的遮蔽效應,確實有提出更理想之校正方式的必要性。In view of the shadowing effect of the correction target point existing in the above-mentioned prior art, there is indeed a need to propose a more desirable correction mode.

鑑於習知技術之待改進處,本案提出一種圓錐曲面校正件,其能有效避免校正件上校正點之遮蔽效應,其包含一圓錐曲線物件及複數個校正點,該圓錐曲線物件具有一極/球座標系統所描述之座標,該座標係以半徑與角度表示;該複數個校正點被設置與該圓錐曲線物件表面上,自該座標系統上被選出,各用以表示一對應該影像擷取裝置之影像擷取裝置座標系統中一三維目標點與一二維目標影像點之間的映射關係。In view of the improvement of the prior art, the present invention proposes a conical surface correcting member which can effectively avoid the shadowing effect of the correction point on the correcting member, and includes a conical object and a plurality of correction points, the conical object having a pole/ The coordinate described by the ball coordinate system, the coordinates are represented by a radius and an angle; the plurality of correction points are set on the surface of the conical object, selected from the coordinate system, each for indicating a pair of image captures A mapping relationship between a three-dimensional target point and a two-dimensional target image point in the image capturing device coordinate system of the device.

在一實施例中,該圓錐曲線校正件包含一圓錐校正件、一半圓校正件、及一圓柱校正件。In an embodiment, the conic correction member comprises a conical correction member, a half circle correction member, and a cylinder correction member.

在一實施例中,該圓錐曲面校正件係表面具有多個目標點之結構。In an embodiment, the conical surface correcting member has a structure having a plurality of target points on the surface.

在一實施例中,該圓錐校正件包括一圓校正件、一橢圓校正件、一拋物線校正件、及一雙曲線截面校正件。In one embodiment, the cone correcting member includes a round correcting member, an elliptical correcting member, a parabolic correcting member, and a hyperbolic cross-section correcting member.

透過上述的技術手段,本發明可以達成校正件上所有可能校正點 之影像皆能順利取得的技術功效。Through the above technical means, the present invention can achieve the technical effect that all the images of possible correction points on the correcting member can be smoothly obtained.

以下將配合圖式及實施例來詳細說明本發明之特徵與實施方式,內容足以使任何熟習相關技藝者能夠輕易地充分理解本發明解決技術問題所應用的技術手段並據以實施,藉此實現本發明可達成的功效。The features and embodiments of the present invention will be described in detail below with reference to the drawings and embodiments, which are sufficient to enable those skilled in the art to fully understand the technical means to which the present invention solves the technical problems, and The achievable effects of the present invention.

以下,首先說明本發明所揭露之圓錐曲面校正件,請配合參閱「第2A圖」至「第2C圖」。「第2A圖」、「第2B圖」及「第2C圖」分別為本發明之圓錐曲面校正件之三實施例,分別為一圓錐校正件10、一半圓校正件20、及一圓柱校正件30,三者皆屬於圓錐曲線校正件之各種變形衍生體。Hereinafter, the conical surface correcting tool disclosed in the present invention will be described first. Please refer to "2A" to "2C". "2A", "2B" and "2C" are respectively three embodiments of the conical surface correction member of the present invention, which are a conical correction member 10, a half circle correction member 20, and a cylindrical correction member. 30, all of which belong to various deformation derivatives of the conic correction member.

圓錐曲線或二次曲線,是數學幾何學中通過平面交一圓錐所得之交割曲線,包括圓、橢圓、拋物線、雙曲線及一些退化類型,其說明如「第3A圖」至「第3D圖」所示,其中「第3A圖」、「第3B圖」、「第3C圖」及「第3D圖」分別為各類圓錐體的形態方程式、形態樣貌、各別顯示形態樣貌、及形態標準方程式的示意圖。A conic curve or a quadratic curve is a delivery curve obtained by a plane crossing a cone in mathematical geometry, including a circle, an ellipse, a parabola, a hyperbola, and some types of degradation, such as "3A" to "3D". As shown, "3A", "3B", "3C" and "3D" are the shape equations, morphological appearances, individual appearances, and shapes of various cones. Schematic diagram of the standard equation.

圓錐校正件10與半圓校正件20、及圓柱校正件30之座標描述分別如以下公式(1)及(2)與(1)及(3):,            (1) ,,    及                                       (2) 。                                    (3)The coordinates of the conical correcting member 10 and the semicircular correcting member 20, and the cylindrical correcting member 30 are respectively described by the following formulas (1) and (2) and (1) and (3): , , (1) , , and (2) . (3)

公式(1)係表示極座標系統表示式。若給定一角度θ,則可繪出通過極點和極軸夾角為θ的唯一射線(角度是以從極軸,依逆時針方向旋轉到射線),若再給定一實數r,可找出上述射線上,距極點距離為有號整數r的一點。在極座標系統中,一座標(r, θ)只會其對應唯一的一點,但每一點均可對應許多個座標。例如座標(r, θ)、(r, θ+2π)及(−r, θ+π)都是對應同一點的不同座標。而極點的座標為(0, θ),θ可為任意值。極座標可以用公式(1)轉換為直角座標,從直角座標也可以利用公式(1)轉換為極座標系統。Equation (1) represents the representation of the polar coordinate system. If an angle θ is given, the only ray passing through the angle between the pole and the pole axis is θ (the angle is rotated from the polar axis to the ray in the counterclockwise direction). If a real number r is given, it can be found. On the above ray, the distance from the pole is a point of the integer r. In a polar coordinate system, a target (r, θ) will only correspond to a unique point, but each point can correspond to many coordinates. For example, the coordinates (r, θ), (r, θ+2π), and (−r, θ+π) are all different coordinates corresponding to the same point. The coordinates of the pole are (0, θ), and θ can be any value. Polar coordinates with Can be converted to a right angle coordinate using the formula (1), from a right angle coordinate with It can also be converted to a polar coordinate system using equation (1).

公式(2)係表示圓柱座標表示式,圓柱座標系統可由直角座標系統轉換而來。其中,r為半徑長度座標值(r ≧0),即P點到中心軸的距離。φ為角度座標值(0≤φ≤2π),為從極軸(X軸)逆時針旋轉角。z為高度座標值,即P點到底面的距離,相當於直角座標系Z軸座標值(-∞<z<∞)。圓柱對應之座標系統的側視圖與俯視圖說明分別如「第4A圖」及「第4B圖」所示。Formula (2) represents the cylindrical coordinate representation, cylindrical coordinate system Right angle coordinate system Converted. Where r is the radius length coordinate value ( r ≧0), which is the distance from point P to the central axis. φ is the angular coordinate value (0 ≤ φ ≤ 2π), which is the counterclockwise rotation angle from the polar axis (X axis). z is the height coordinate value, that is, the distance from the P point to the bottom surface, which is equivalent to the Z coordinate value of the Cartesian coordinate system (-∞<z<∞). The side view and top view of the coordinate system corresponding to the cylinder are shown in Figure 4A and Figure 4B, respectively.

如一般所知,圓錐可被視為球的退化成的一部份,故與球座標的模式化看待一般,球座標系統中一P點用兩個角度 φ、θ 與半徑長度r定義。球座標與直角座標的對應關係式如公式(3)所示,其中為原點,座標r為半徑長度座標值,即P點到座標中心的距離。φ為方位角度(Azimuth angle)座標值(0≤φ≤2π),即從X軸逆時針旋轉角。θ為仰角角度(Elevation angle)座標值(0≤θ≤π),即從XY面向上旋轉角。圓錐對應之座標系統的側視圖與俯視圖說明分別如「第5A圖」及「第5B圖」所示。As is generally known, a cone can be considered as a part of the degradation of the ball, so it is generally modeled with the spherical coordinates. A point in the ball coordinate system is defined by two angles φ, θ and a radius length r. Ball coordinates And right angle coordinates Correspondence relationship is shown in formula (3), where For the origin, the coordinate r is the coordinate value of the radius length, that is, the distance from the P point to the center of the coordinate. φ is the azimuth angle coordinate value (0 ≤ φ ≤ 2π), that is, the counterclockwise rotation angle from the X axis. θ is an Elevation angle coordinate value (0 ≤ θ ≤ π), that is, an upward rotation angle from XY. The side view and top view of the coordinate system corresponding to the cone are shown in Figure 5A and Figure 5B, respectively.

以下將說明本發明之圓錐曲線校正件如何求出相機之內部與外部參數而得校正,此處將僅以圓錐校正件來說明,請同時參閱「第2A圖」。Hereinafter, how the conic curve correcting member of the present invention obtains the internal and external parameters of the camera can be corrected. Here, only the conical correction member will be described. Please refer to "2A".

該圓錐校正件以下列參數為例做說明:尺寸大小為150×150 mm,半徑r為75 mm,φ角度為每隔100 標示1個校正點(00 、100 、……、3600 共36行),直徑8 mm之校正點,沿z-軸方向排列9列校正點陣列。圓錐校正件上校正點之3D世界座標值依上式(3)定義之與2D影像座標值關係式:The conical correction piece is exemplified by the following parameters: the size is 150×150 mm, the radius r is 75 mm, and the φ angle is 1 correction point every 10 0 (0 0 , 10 0 , ..., 360 0 A total of 36 lines), a correction point of 8 mm in diameter, and 9 arrays of correction point arrays arranged along the z-axis direction. 3D world coordinate value of the correction point on the cone correction member According to the above formula (3) and the 2D image coordinate value Relationship:

(4)   式中,分別為在uv 軸方向的比例常數,其單位為像素/長度(Pixels/Unit Length) ;分別為在uv 軸方向的焦距大小,其單位為像素;uv 軸之間夾角的座標歪斜係數(Skew Factor)。理想上簡化為,則,。當,則,,,,為9個相機內部參數(Intrinsic Parameters),包含,,,,及鏡頭畸變參數d(,,,)等。 考慮鏡頭畸變參數為一5×1的矩陣來表示徑向畸變(Radial Distortion)與切向畸變(Tangential Distortion)兩種畸變係數,用於描述鏡頭成像後影像的變形程度,正負值分別代表枕狀變形(Pincushion Distortion)或桶狀變形(Barrel Distortion)。,表示鏡頭的徑向畸變係數。切向畸變示意圖,用於描述鏡頭與相機感測器裝配的過程是否互相平行。表示切向畸變係數,由式(5)和式(6)求解該矩陣,畸變係數求解伴隨在相機校正過程之中。(5)   其中,是未變形像平面上的任一點座標值,是徑向畸變後的座標值;,作為光學中心畸變為0的點進行泰勒級數展開後得到的。(6)   其中,是未變形像平面上的任一點座標值,是切向畸變後的座標值。表示切向畸變係數。 整理式(5)徑向畸變與式(6)切向畸變得到式(7)畸變影像方程式為:(7) 其中,是未變形像平面上的任一點座標值,是徑向與切向畸變後的座標值。 6個為相機外部參數,包含3個旋轉矩陣與3個平移矩陣分別為旋轉矩陣表示兩個座標系統的旋轉關係,及平移矩陣表兩座標系統的平移關係。R = (ϕ ,θ ,φ )為一3×3的旋轉矩陣,ϕ , θ及φ 分別代表繞x軸、y軸及z軸之傾斜(Tilt)、平移(Pan)及搖擺(Swing)角度;則為一3×1的平移矩陣。分別表示為:(8)   由式(4)所定義出的投影轉換矩陣,改寫成: =(9)=H= (10)   H之求解H= (11) (12) (13)   令,可用矩陣表示成下列形式:(14)   圓錐校正件上校正點之3D世界座標值與2D影像座標值關係式,藉由n組校正點測量值帶入上式,則可求出(15) 令上式為,則可求得(16)   其中=以行向量的組合可表示成可由式(11)-(16)可求得。 由式(11),=為一比例常數。由於,,為正交矩陣,故產生9個內部參數矩陣的限制條件:,,,,,,,,,求解相機參數:(17)   最後,由以求得的H與B,則可求得相機的內部參數與外部參數。(1) 內部參數: ,,,,,(18)(2) 外部參數: ,,,(19)   只要拍攝圓錐校正件局部區域影像之校正點,即可求取相機的內部參數與外部參數。可用於單一/多相機收集全方位影像資訊,相較於習知平面式校正板可避免校正點遮蔽效應影響。亦可同時校正多台互相重疊交錯的相機,定義一共圓圓心之最佳量測範圍。 自「第6A圖」及「第6B圖」觀之,為圓錐體校正件之兩個不同焦平面示意圖。相機相對於平面校正件方位角位置之系統指向性,在共焦圓弧面1及共焦圓弧面2範圍之間進行校正相機參數。以焦平面1及焦平面2之光學中心,三點相交於延z軸原點之共圓幾何關係,定義相機可視範圍。 其它之半圓校正件20與圓柱校正件之說明與本圓錐校正件10者相仿,其被分別顯示於「第7A圖」及「第7B圖」,以及「第8A圖」及「第8B圖」中。 (4) where, versus They are the proportional constants in the u and v axis directions, respectively, in units of pixels/length (Pixels/Unit Length); versus The focal length in the u and v axis directions, respectively, in units of pixels; Is the angle between the u and the v axis The coordinates of the Skew Factor. Ideally simplified to ,then , and . when ,then , , , , . For 9 camera internal parameters (Intrinsic Parameters), including , , , , And lens distortion parameter d ( , , , )Wait. Consider the lens distortion parameter as a 5×1 matrix It refers to Radar Distortion and Tangential Distortion, which are used to describe the degree of deformation of the image after lens imaging. The positive and negative values represent Pincushion Distortion or Barrel Deformation respectively. Distortion). , with Indicates the radial distortion factor of the lens. A tangential distortion diagram that describes whether the process of assembling the lens and camera sensor is parallel to each other. with Representing the tangential distortion coefficient, the matrix is solved by equations (5) and (6), and the distortion coefficient solution is accompanied by the camera correction process. (5) Among them, Is the coordinate value of any point on the undeformed image plane, Is the coordinate value after radial distortion; ; , with Yes It is obtained after the Taylor series expansion as a point at which the optical center is distorted to zero. (6) Among them, Is the coordinate value of any point on the undeformed image plane, It is the coordinate value after tangential distortion. with Indicates the tangential distortion factor. Finishing (5) radial distortion and equation (6) tangential distortion become the equation (7) distortion image equation is: (7) Among them, Is the coordinate value of any point on the undeformed image plane, It is the coordinate value after radial and tangential distortion. 6 versus For camera external parameters, including 3 rotation matrices With 3 translation matrices . and The rotation matrix represents the rotation relationship of the two coordinate systems and the translation relationship of the two coordinate systems of the translation matrix table. R = ( φ , θ , φ ) is a 3 × 3 rotation matrix, φ , θ and φ represent the tilt (Tilt), translation (Pan) and swing (Swing) angles around the x-axis, y-axis and z-axis, respectively. ; Then it is a 3×1 translation matrix. and Expressed as: , (8) defined by equation (4) Projection transformation matrix , , rewritten as: = (9) =H = (10) Solution of H H = (11) (12) (13) Order The matrix can be expressed in the following form: (14) 3D world coordinate value of the correction point on the cone correction member And 2D image coordinates Relationship, by taking n sets of calibration point measurements into the above equation, you can find : (15) Let the above formula be , can be obtained (16) where = The combination of row vectors can be expressed as And It can be obtained by the formulas (11)-(16). By equation (11), = , Is a proportional constant. due to , , Is an orthogonal matrix, resulting in 9 internal parameter matrices Restrictions: , , , , , , , , . , solve camera parameters: (17) Finally, the internal and external parameters of the camera can be obtained from the obtained H and B. (1) Internal parameters: , , , , , (18) (2) External parameters: , , , (19) As long as the correction point of the image of the local area of the cone correction piece is taken, the internal parameters and external parameters of the camera can be obtained. Can be used for single/multi-camera to collect omnidirectional image information, which can avoid the influence of correction point shadowing effect compared to the conventional planar calibration plate. It is also possible to simultaneously correct multiple cameras that are interlaced and interlaced to define the optimal measurement range for a total circle center. Viewed from "Fig. 6A" and "Fig. 6B", it is a schematic diagram of two different focal planes of the cone correction member. The camera directivity of the camera relative to the azimuth position of the plane correction member is corrected between the confocal circular surface 1 and the confocal circular surface 2 range. With the optical center of focal plane 1 and focal plane 2, the three points intersect at the origin of the z-axis, which defines the camera's visible range. The descriptions of the other semi-circular correcting members 20 and the cylindrical correcting members are similar to those of the present conical correcting member 10, which are respectively displayed in "No. 7A" and "No. 7B", and "No. 8A" and "No. 8B". in.

藉由本發明之技術手段,本發明可以達成影像擷取裝置所用校正件上所有可能校正點 之影像皆能順利取得而順利求出影像擷取裝置之內部與外部參數的技術功效,進而解決先前技術中之問題。According to the technical means of the present invention, the present invention can achieve the technical effect of smoothly obtaining the internal and external parameters of the image capturing device by smoothly obtaining images of all possible correction points on the correction member used in the image capturing device, thereby solving the prior art. The problem in the middle.

雖然本發明所揭露之實施方式如上,惟所述之內容並非用以直接限定本發明之專利保護範圍。任何本發明所屬技術領域中具有通常知識者,在不脫離本發明所揭露之精神和範圍的前提下,對本發明之實施的形式上及細節上作些許之更動潤飾,均屬於本發明之專利保護範圍。本發明之專利保護範圍,仍須以所附之申請專利範圍所界定者為準。While the embodiments of the present invention have been described above, the above description is not intended to limit the scope of the invention. Any modification of the form and details of the practice of the present invention, which is a matter of ordinary skill in the art to which the present invention pertains, is a patent protection of the present invention. range. The scope of the invention is to be determined by the scope of the appended claims.

10‧‧‧圓錐校正件
20‧‧‧半圓校正件
30‧‧‧圓柱校正件
1‧‧‧焦平面
1 2‧‧‧焦平面2
10‧‧‧Cone Correction
20‧‧‧ Semicircular Correction
30‧‧‧Cylinder correction parts
1‧‧‧ focal plane
1 2‧‧‧ focal plane 2

第1A圖、第1B圖及第1C圖分別為習知之影像擷取裝置用之三維校正件、二維校正件、與一維校正件之示意圖;1A, 1B, and 1C are schematic diagrams of a three-dimensional correction member, a two-dimensional correction member, and a one-dimensional correction member for a conventional image capturing device;

第2A圖、第2B圖及第2C圖分別為本發明之圓錐曲面校正件之一圓錐校正件、一半圓校正件及一圓柱校正件之三實施例;2A, 2B, and 2C are respectively a third embodiment of a conical correction member, a half circle correction member, and a cylinder correction member of the conical surface correction member of the present invention;

第3A圖、第3B圖、第3C圖及第3D圖分別為各類圓錐體的形態方式、形態樣貌、各別顯示形態樣貌及形態標準方程式的示意圖;3A, 3B, 3C, and 3D are schematic diagrams of the morphological, morphological, and morphological and morphological equations of various types of cones;

第4A圖及第4B圖為圓柱座標座標系統的側視圖與俯視圖;4A and 4B are side and top views of a cylindrical coordinate coordinate system;

第5A圖及第5B圖為球座標座標系統的側視圖與俯視圖;5A and 5B are side and top views of the ball coordinate coordinate system;

第6A圖及第6B圖為圓錐校正件之兩個不同焦平面的側視圖與俯視圖;6A and 6B are side and top views of two different focal planes of the cone correction member;

第7A圖及第7B圖為半圓校正件之兩個不同焦平面的側視圖與俯視圖;及7A and 7B are side and top views of two different focal planes of the semicircular correcting member; and

第8A圖及第8B圖為圓柱校正件之兩個不同焦平面的側視圖與俯視圖。8A and 8B are side and top views of two different focal planes of the cylindrical correcting member.

10‧‧‧圓錐校正件 10‧‧‧Cone Correction

Claims (12)

一種校正一影像擷取裝置使用之圓錐曲面校正件,包含:一圓錐曲線物件,具有一極座標系統所描述之座標;及複數個校正點,設置與該圓錐曲線物件上,依據該影像擷取裝置所獲得的影像中自該極座標系統上選出該校正件上所有可能的校正點,各用以表示一對應該影像擷取裝置之影像擷取裝置座標系統中一三維目標點與一二維目標影像點之間的映射關係。 A conical surface correcting member for correcting an image capturing device, comprising: a conical object having a coordinate described by a polar coordinate system; and a plurality of calibration points disposed on the conical object according to the image capturing device In the obtained image, all possible correction points on the calibration component are selected from the polar coordinate system, each of which is used to represent a three-dimensional target point and a two-dimensional target image in the image capturing device coordinate system of the image capturing device. The mapping relationship between points. 如申請專利範圍第1項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓錐曲線校正件包含一圓錐校正件、一半圓校正件及一圓柱校正件。 The conical surface correcting member used in the calibration image capturing device of claim 1 is characterized in that the conic correction member comprises a conical correction member, a half circle correction member and a cylinder correction member. 如申請專利範圍第1項之校正影像擷取裝置使用之圓錐曲面校正件,係以中空金屬材質製成。 The conical surface correction member used in the calibration image capturing device of the first application of the patent scope is made of a hollow metal material. 如申請專利範圍第2項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓錐校正件包括一圓校正件、一橢圓校正件、一拋物線校正件及一雙曲線截面校正件。 The conical surface correcting member used in the corrected image capturing device of claim 2, wherein the conical correcting member comprises a round correcting member, an elliptical correcting member, a parabolic correcting member and a hyperbolic cross-section correcting member. 如申請專利範圍第2項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓錐校正件與該半圓校正件係以下列座標元素關係描述該校正件上之校正點: x=rcosθ,y=rsinθ, (2) 其中x,y,z分別為一直角座標系統中的座標值,r,θ分別為一極座標系統中的座標值,φ為一方位角度。 The conical surface correcting member used in the corrected image capturing device of claim 2, wherein the conical correcting member and the semicircular correcting member describe the correction point on the correcting member in the following coordinate element relationship: x=rcosθ, y=rsinθ, (2) Where x, y, and z are the coordinate values in the four-corner coordinate system, r and θ are the coordinate values in the one-pole coordinate system, and φ is the one-azimuth angle. 如申請專利範圍第2項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓柱校正件係以下列座標元素關係描述該校正件上之校正點: x=rcosθ,y=rsinθ, (2) 其中x,y,z分別為一直角座標系統中的座標值,r,θ分別為一極座標系統中的座標值,φ為一點用角度,z亦為一高度。 The conical surface correcting member used in the corrected image capturing device of claim 2, wherein the cylindrical correcting member describes the correction point on the correcting member in the following coordinate element relationship: x=rcosθ, y=rsinθ, (2) Where x, y, and z are the coordinate values in the four-corner coordinate system, r and θ are the coordinate values in the one-pole coordinate system, φ is the angle of one point, and z is also a height. 一種校正一影像擷取裝置使用之圓錐曲面校正件,包含:一圓錐曲線物件,具有一極座標系統所描述之座標,且為下列群組中選出之一者:一圓錐校正件、一半圓校正件及一圓柱校正件;及複數個校正點,設置於該圓錐曲線物件上,依據該影像擷取裝置所獲得的影像中自該極座標系統上選出該校正件上所有可能的校正點,各用以表示一對應該影像擷取裝置之影像擷取裝置座標系統中一三維目標點與一二維目標影像點之間的映射關係。 A conical surface correcting member for correcting an image capturing device, comprising: a conical object having a coordinate described by a polar coordinate system, and one of the following groups: a conical correction member and a half circle correction member And a cylindrical correction member; and a plurality of calibration points are disposed on the conical object, and all possible correction points on the calibration component are selected from the polar coordinate system according to the image obtained by the image capturing device, A mapping relationship between a three-dimensional target point and a two-dimensional target image point in the image capturing device coordinate system of the image capturing device. 如申請專利範圍第7項之校正影像擷取裝置使用之圓錐曲面校正件,係以中空金屬材質製成。 The conical surface correcting member used in the corrected image capturing device of claim 7 is made of a hollow metal material. 如申請專利範圍第7項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓錐校正件包括一圓校正件、一橢圓校正件、一拋物線校正件及一 雙曲線截面校正件。 The conical surface correcting member used in the corrected image capturing device of claim 7 , wherein the conical correcting member comprises a round correcting member, an elliptical correcting member, a parabolic correcting member and a Hyperbolic section correction. 如申請專利範圍第7項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓錐校正件與該半圓校正件係以下列座標元素關係描述該校正件上之校正點: x=rcosθ,y=rsinθ, (2) 其中x,y,z分別為一直角座標系統中的座標值,r,θ分別為一極座標系統中的座標值,φ為一方位角度。 The conical surface correcting member used in the corrected image capturing device of claim 7 is characterized in that the conical correction member and the semicircular correcting member describe the correction points on the correcting member in the following coordinate element relationship: x=rcosθ, y=rsinθ, (2) Where x, y, and z are the coordinate values in the four-corner coordinate system, r and θ are the coordinate values in the one-pole coordinate system, and φ is the one-azimuth angle. 如申請專利範圍第7項之校正影像擷取裝置使用之圓錐曲面校正件,其中該圓柱校正件係以下列座標元素關係描述該校正件上之校正點: x=rcosθ,y=rsinθ, (2) 其中x,y,z分別為一直角座標系統中的座標值,r,θ分別為一極座標系統中的座標值,φ為一點用角度,z亦為一高度。 The conical surface correcting member used in the corrected image capturing device of claim 7 is wherein the cylindrical correcting member describes the correction point on the correcting member in the following coordinate element relationship: x=rcosθ, y=rsinθ, (2) Where x, y, and z are the coordinate values in the four-corner coordinate system, r and θ are the coordinate values in the one-pole coordinate system, φ is the angle of one point, and z is also a height. 如申請專利範圍第7項之校正影像擷取裝置使用圓錐曲面校正件之校正點,以焦平面1及焦平面2之光學中心,三點相交於延z軸原點之共圓幾何關係,定義相機可視範圍。 For example, the corrected image capturing device of claim 7 uses the correction point of the conical surface correcting member, and the optical center of the focal plane 1 and the focal plane 2, and the three points intersect at the origin of the z-axis. The camera's viewable range.
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Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US10192287B2 (en) 2016-11-29 2019-01-29 Industrial Technology Research Institute Image processing method and image system for transportation

Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US20030053080A1 (en) * 2000-03-22 2003-03-20 Egg Solution Optronics Sa Targeting device with four fixed reflective surfaces
JP2008517320A (en) * 2004-10-14 2008-05-22 ナノフォトニクス リミテッド Linear aberration correcting mirror and video system including the same
TWM360529U (en) * 2008-12-19 2009-07-01 Altek Corp Electronic device with rotary stand fixing mechanism

Patent Citations (3)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US20030053080A1 (en) * 2000-03-22 2003-03-20 Egg Solution Optronics Sa Targeting device with four fixed reflective surfaces
JP2008517320A (en) * 2004-10-14 2008-05-22 ナノフォトニクス リミテッド Linear aberration correcting mirror and video system including the same
TWM360529U (en) * 2008-12-19 2009-07-01 Altek Corp Electronic device with rotary stand fixing mechanism

Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
US10192287B2 (en) 2016-11-29 2019-01-29 Industrial Technology Research Institute Image processing method and image system for transportation

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