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Method of ship control in mooring to drifting partner shipboard. RU patent 2509029. |
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IPC classes for russian patent Method of ship control in mooring to drifting partner shipboard. RU patent 2509029. (RU 2509029):
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FIELD: transport. SUBSTANCE: invention relates to water transport, particularly, to ship control in mooring to drifting partner-ship. Current position of approach path is defined as a straight line passing through two preset points on the plane. Current position of preset points at whatever preset time moment is calculated using the coordinates of drifting partner ship aft and fore points, preset distance between mooring ships boards, preset position of ship mooring to another ship, and current length of braking path of mooring ship required for changing from initial sped to that equal to mooring ship linear speed lengthwise component. Approach is effected in two steps. At every said step definite points on the plane are used. At first approach step, mooring ship gets to first conditional point. At second step, it gets to second conditional point. EFFECT: perfected control, higher safety. 4 dwg
The invention relates to water transport and relating to the management of vessel moored to the performance of mooring operations to the Board of the partner lying in the drift. Known way to control vessel moored to the performance of mooring operations to the Board of the partner (patent №2422326, publ. On June 27, when within the contours of the moored vessel and the vessel partner in their diametrically planes to pick two points, one of which is located in the nose And (moored vessel), A n (ship-partner), and the other aft At (moored vessel), B n (ship-partner) (Fig 1,2) with respect to the middle frame of the respective vessel. The coordinates of the points a, b, A, n , B n in a fixed coordinate system continuously determine with high accuracy (+/- 1.0 m). Using the coordinates of points a(X 0A , Y 0A), (X 0B , Y 0B ) moored vessel and the vessel partner-A n (X 0An , Y 0An ), B n (X 0Bn , Y 0Bn ) in a fixed coordinate system, the coordinates of the same points in the moving coordinate systems related moored vessel And A(X A , Y, A ), B n (X , Y B ) vessel and the partner A n (An X , Y'an ), B n (X Bn , Y Bn ), the coordinates of the centers of gravity (CG) moored vessel in the associated mobile coordinate system G (X, G , Y G ) vessel and the partner in the associated mobile coordinate system G n (X 0Gn , Y 0Gn ) (figure 3), and spacing diametrically planes (DP) moored vessels h 0 and the distance between CG moored vessels m, expect: - coordinates of the center of gravity of a moored vessel G(X 0G , Y 0G ) in a fixed coordinate system; - coordinates of the center of gravity of the ship-partner G n (X 0Gn , Y 0Gn ) in a fixed coordinate system; - coordinates of points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )situated on the perpendicular DP vessel partner, restored in point A n and B n ; - coordinates of the projection CT ship-partner G n ' ( X 0 G ' n , Y 0 G ' n )in a fixed coordinate system on the trajectory of convergence in the final stage of mooring parallel to the DP vessel partner through points A n ' and B n ' ;- coordinates of the second set point P 2 (X 0P2 , Y 0P2 ) in a fixed coordinate system; - the current value of the stopping distance moored vessel should be calculated using the equations of its movement dυ/dS=f ( * , C 1 C 2 C 3 ,...) where* - the current speed moored vessel; S is the path; C 1 , C 2 , C 3 ,... are the current values of the parameters of the equations of motion of a moored vessel, depending on the current values parameters describing the current state of the loading of the ship and the external environment (the displacement of a moored vessel; landing options corps; direction and speed of wind parameters excitement; direction and speed of currents; the depth of water area at the perform mooring operations). The actual length of a brake way moored vessel in the process of rapprochement with the vessel-a partner is determined by integration of the equations of motion of a moored vessel within * = * n up * = * n , i.e. S T = ∫ * n * n f ( * , C 1 , C 2 , C 3 , ... ) dwhere * n - initial speed of a moored vessel; * n - speed vessel partner. While the current values of the parameters of the equations of motion of a moored vessel With 1 , 2 , 3 ,... in the implementation process of mooring operations continuously identify, using the method described in [5], [6]. - coordinates of the first given point P (X 0P1 , Y 0P1 ) in a fixed coordinate system. Knowing the coordinates of the first set point and CG coordinate moored vessel determine the current position of a trajectory of convergence, passing through the first set point P (X 0P1 Y 0P1 ) and CT moored vessel G(X 0G , Y 0G ). After that define the transverse displacement of points A and B in the specified manner trajectory of convergence. Continuously determined the coordinates of points A and B, A n and B n continually calculate the CG coordinate moored vessel G, and together with continuously determined by the current value of the stopping distance S T - and first given point P 1 ; and transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence. Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by law: ?=- k A x A d +k B x d B , where k A , k, B - gain on pepper offsets the bow and stern points moored vessel from the current position of a trajectory of convergence. Thus, moored vessel moves along the line of GP 1 in the direction of the point P 1 . At the time of exit moored vessel in the first set point, which corresponds to the coordinates equality CT moored vessel G(X 0G , Y 0G ) and the coordinates of the first given point P (X 0G , Y 0P1 ) (X 0G =X R ; Y 0G =Y 0P1 ), it goes to the rapprochement with the second set point P 2 , with the current position of a trajectory approximation corresponds to the position of the line passing through points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )which coordinates are calculated continuously. The current coordinates of the second set point P 2 (X N , Y 0P2 )lying on line A n ' B n 'calculate also continuously. Constantly define the coordinates of points A and B, A n and B n continually calculate: the coordinates of the points A n ' and B n ', CT G moored vessel and CG G n a vessel partner, the second set point P 2 in a fixed coordinate system, as well as transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence, which is the line A n ' B n ' .Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by the known law. Thus, moored vessel is moving at a point P on line 2 A n ' B n ' .The moment of release of the vessel moored to the second set point P 2 corresponds to the coordinates equality CT moored vessel and the second set point, that is, X 0G =X 0P2 , Y 0G =Y 0P2 . However, in this way, ship's control, performing mooring operation the vessel partner, there is a certain disadvantage of not allowing safe closer moored vessel with the vessel-partner, if it is to drift. The direction of the vector of linear speed drifting vessel * ' is determined by the angle of drift β' (the angle between diametrically line of the vessel and a vector of linear speed of the vessel) (figure 4), the amount of β' can reach high values in the range from 0 to 180° [1], [3], [4]. Thus, at the moment of release of the vessel moored alongside a partner lying in the drift velocity moored vessel and must be equal to the longitudinal component of the linear velocity swartout vessel * x ' , i.e. * = * x ' .The technical result, the attainment of which are directed by the invention consists in observing traffic conditions moored vessel at the final stage of mooring at a rate equal to the longitudinal component of the linear velocity of the ship-partner. To achieve the technical result of the way the management moored ship, when they mooring operations to the Board of the partner, when within the contours of the moored vessel and the vessel partner in their diametrically planes to pick two points, one of which is located in the nose A (moored vessel), A n (ship-partner), and the other aft B (moored vessel), B n (ship-partner) (figure 2) regarding the middle frame of the respective vessel. The coordinates of points A, B, A n B n in a fixed coordinate system continuously determine with high accuracy (+/- 1.0 m). Using the values of the coordinates of A moored vessel(X 0A , Y 0A), (X 0B , Y 0B ) vessel and the partner-A n (X 0An, Y 0An ), B n (X 0Bn, Y 0Bn ) in a fixed coordinate system, the coordinates of the same points in the moving coordinate systems related to vessel moored A(X A , Y, A ), B(X, B , Y, B ) and the vessel partner A n (An X , Y'an ), B n (X Bn ,Y Bn ), CG coordinate moored vessel in the associated mobile coordinate system G (X, G ,Y G ) vessel and the partner in the associated mobile coordinate system G n (X 0Gn , Y 0Gn ), and values of the distance between APS moored vessels h 0 and the distance between CG moored vessels m, expect: - coordinates of the center of gravity of a moored vessel G (X 0G , Y 0G ) in a fixed coordinate system; - coordinates of the center of gravity of the ship-partner G n (X 0Gn , Y 0Gn ) in a fixed coordinate system; - coordinates of points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )situated on the perpendicular DP vessel partner, restored in point A n and B n ; - coordinates of the projection CT ship-partner G n ' ( X 0 G ' n , Y 0 G ' n )in a fixed coordinate system on a trajectory convergence in the final stage of mooring parallel to the DP vessel partner through points A n ' and B n ' ;- coordinates of the second set point P 2 (X 0P2 , Y 0P2 ) in a fixed coordinate system; - the current value of the stopping distance moored vessel should be calculated using the equations of its movement dυ/dS=f ( * , C 1 , C 2 , C 3 ,...) where* - the current speed moored vessel; S is the path; C 1 , C 2 , C 3 ,... are the current values of the parameters of the equations of motion of a moored vessel, which depends upon the current parameters characterizing the current status download the ship and the external environment (the displacement of a moored vessel; landing options corps; direction and speed of wind parameters excitement; direction and speed of currents; the depth of water area at the perform mooring operations). A distinctive feature of the proposed method from the above-known, the most close to him, is the following: additionally, the current value of the stopping distance moored vessel in the process of rapprochement with the vessel-a partner is determined by integration of the equations of motion of a moored vessel within * = * h to * = * x ' , i.e. S T = ∫ * n * x ' f ( * , C 1 , C 2 , C 3 , ... ) d where * x '- longitudinal component of the linear velocity swartout vessel. While the current values of the parameters of the equations of motion of a moored vessel C 1 , C 2 , 3 ,... in the implementation process of mooring operations continuously identify, using the method described in [5], [6]; Knowing the coordinates of the first set point and CG coordinate moored vessel determine the current position of a trajectory of convergence, passing through the first set point P = (X 0P1 , Y 0P1 ) and CT moored vessel G(X 0G , Y 0G ). After that define the transverse displacement of points A and B in the specified manner trajectory of convergence. Constantly define the coordinates of points A and B, A n and B n continually calculate the CG coordinate moored vessel G, and together with continuously determined by the current value of the stopping distance S T - and first given point P 1 , as well as transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence. Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by law: ?=- k A x A d +k B x d B , where k A , k, B - gain on pepper offsets the bow and stern points moored vessel from the current position of a trajectory of convergence. Thus, moored vessel moves along the line of GP 1 in the direction of the point P 1 . At the time of exit moored vessel in the first set point, which corresponds to the coordinates equality CT moored vessel G(X 0G , Y 0G ) and the coordinates of the first given point P (X 0G , Y 0P1 ) (X 0G =X R ; Y 0G =Y 0P1 ), it goes to the rapprochement with the second set point P 2 , with the current position of a trajectory approximation corresponds to the position of the line passing through points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )which coordinates are calculated continuously. The current coordinates of the second set point P 2 (X 0P2 , Y 0P2 )lying on line A n ' B n 'calculate also continuously. Constantly define the coordinates of points A and B, A n and B n continually calculate: the coordinates of the points A n ' and B n ', CT G moored vessel and CG G n a vessel partner, the second set point P 2 in a fixed coordinate system, as well as transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence, which is the line A n ' B n ' .Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by the known law. Thus, moored vessel is moving at a point P on line 2 A n ' B n ' .The moment of release of the vessel moored to the second set point P 2 corresponds to the coordinates equality CT moored vessel and the second set point, that is, X 0G =X R , Y 0G =Y 0P2 . The proposed method of ship's control when they mooring operations to the Board of the partner lying in the drift, is as follows. Within the contours of the moored vessel and the vessel partner lying in the drift, their diametrically planes to pick two points, one of which is located in the nose A (moored vessel), A n (ship-partner lying in the drift), and the other aft B (moored vessel), B n (ship-partner lying in the drift) (figure 2) regarding the middle frame of the respective vessel. The coordinates of points A, B, A n B n in a fixed coordinate system continuously determine with high accuracy (+/- 1.0 m). Using the values of the coordinates of A moored vessel(X 0 , Y 0A ), B(X 0 , Y 0B ) and ship-partner, lying in the drift of A n (X 0An , Y 0An ), B n (X 0Bn , Y 0Bn ) in a fixed coordinate system, the coordinates of the same points in the moving coordinate systems related to vessel moored A(X A , Y, B , V(X, B , Y, B ) and ship-partner lying in the drift of A n (An X , Y'an ) B n (X Bn ,Y Bn ), CG coordinate moored vessel in the associated mobile coordinate system G(X, G ,Y G ) vessel and the partner lying in the drift in the associated mobile coordinate system G n (X 0Gn , Y 0Gn ), and values of the distance between APS moored vessels h 0 and the distance between CG moored vessels m, count: - coordinates of the center of gravity of a moored vessel G(X 0G , Y 0G ) in a fixed coordinate system; - coordinates of the center of gravity of the ship-partner lying in the drift G n (X 0Gn , Y 0Gn ) in a fixed coordinate system; - coordinates of points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )situated on the perpendicular DP vessel partner lying in the drift, restored in point A n and B n ; - coordinates of the projection CT vessel partner lying in the drift G n ' ( X 0 G ' n , Y 0 G ' n )in a fixed coordinate system the trajectory of convergence in the final stage of mooring parallel to the DP vessel partner lying in the drift through points A n ' B n ' ;- coordinates of the second set point P 2 (X 0P2 , Y 0P2 ) in a fixed coordinate system; - the current value of the stopping distance moored vessel should be calculated using the equations of its movement dυ/dS=f ( * , C 1 , C 2 , C 3 ,...) where* - the current speed moored vessel; S is the path; The actual length of a brake way moored vessel in the process of rapprochement with the vessel-partner lying in the drift, defined as the integration of the equations of motion of a moored vessel within * = * h to * = * x ' , i.e. S T = ∫ * n * x ' f ( * , C 1 , C 2 , C 3 , ... ) d where * x '- longitudinal component of the linear velocity swartout vessel. While the current values of the parameters of the equations of motion of a moored vessel C 1 , C 2 , C 3 ,... in the implementation process of mooring operations continuously identify, using the method described in [5], [6]; - coordinates of the first given point P (X 0P1 , Y 0P1 ) in a fixed coordinate system. Knowing the coordinates of the first set point and CG coordinate moored vessel determine the current position of a trajectory of convergence, passing through the first set point P (X 0P1 , Y 0P1 ) and CT moored vessel G(X 0G , Y 0G ). After that define the transverse displacement of points A and B in the specified manner trajectory of convergence. Continuously determined the coordinates of points A and B, A n and B n continually calculate the CG coordinate moored vessel G, and together with continuously determined by the current value of the stopping distance S T - and first given point P 1, as well as transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence. Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by law: ?=- k A x A d +k B x d B k A , k, B - gain on pepper offsets the bow and stern points moored vessel from the current position of a trajectory of convergence. Thus, moored vessel moves along the line of GP 1 in the direction of the point P 1 . At the time of exit moored vessel in the first set point, which corresponds to the coordinates equality CT moored vessel G(X 0G , Y 0G ) and the coordinates of the first given point P (X 0G , Y 0P1 ) (X 0G =X 0P1 ; Y 0G =Y 0P1 ), it goes to the rapprochement with the second set point P 2 , with the current position of a trajectory approximation corresponds to the position of the line passing through points A n ' ( X A ' n , Y A ' n ) and B n ' ( X B ' n , Y B ' n )which coordinates are calculated continuously. The current coordinates of the second set point P 2 (X 0P2 , Y 0P2 )lying on line A n ' B n 'calculate continuously. Continuously determined the coordinates of points A and B, A n and B n continually calculate: the coordinates of the points A n ' and B n ', CT moored vessel G and CT vessel partner lying in the drift n G , a second set point P 2 in a fixed coordinate system, as well as transverse displacement d A and d B A and B points moored vessel from the current position of a trajectory of convergence, which is the line A n ' B n ' .Transverse displacement produce a signal to the deviation of the steering body, for example steering moored vessel by the known law. Thus, moored vessel is moving at a point P on line 2 A n ' B n ' .The time when a moored vessel in the second set point P 2 corresponds coordinates equality CT moored vessel and the second set point, that is, X 0G =X R , Y 0G =Y 0P2 . As a result of application of the present invention is an opportunity to obtain a technical result - compliance with security perform mooring operations to the Board of the partner lying in the drift. List of literature 1. Dmitriev, V.I. Reference captain: directory / V. Dmitriev. - Moscow: Elmore, 2009. - 797 with: Il. 2. Patent №2422326 Russian Federation, the IPC 8 B63H 25/00. The method of control of the boat when they mooring operations to the Board of the partner, the applicant and the patentee (Murmansk area Russia). Gastein. UN-so - 2010116539/11; Saul; publ. On June 27. 3. Snopkov, V.I. ship Management: textbook / Vienobas. - Moscow: Transport, 1991. 359 S.: Il. 4. Turban, A.I. Mooring operations of vessels. / A.I. of Turban, A.M. Oganov. - Moscow: Transport, 1987. - 176: Il. 5. Yudin SCI The synthesis of models of the prediction mechanism for expert systems, which ensure safe operation of the ship: monograph / Wieden. - Murmansk: Izd-vo MGTU, 2007. 198 with: Il. 6. Yudin, SCI Theoretical bases of safe ways of maneuvering when performing point mooring: monograph / Wiggin, Swasana, Hearty, Ayuden. - Murmansk: Izd-vo MGTU, 2009. - 152 S.: Il.
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