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Method of control over ship afloat. RU patent 2509030. |
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IPC classes for russian patent Method of control over ship afloat. RU patent 2509030. (RU 2509030):
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FIELD: transport. SUBSTANCE: invention relates to control over ship afloat at its positioning at preset point in the plane in preset direction. Crosswise displacement of two points spaced apart over object points and lengthwise drift of conditional points are used. Conditional point is located at ship centerline plane. Preset direction of the ship coincides with ship centerline plane direction at its sea surface position corresponding to minimum external force effects (wind, stream, rough sea). Current position of two points spaced apart over ship points on the plane at preset time moment is defined using the satellite navigation system. Current position of conditional point is calculated using the coordinates of the ship fore and aft points. Preset point is used. Preset point is located at preset line. Extra control signal is generated by law δS=ksds, where ks is amplification factor in lengthwise displacement of preset point from the line perpendicular to preset line and passing through conditional point. EFFECT: retention of ship position at preset line and at preset point located at preset line. 5 dwg
The invention relates to the management of a moving vessel and can be used for positioning it in a specific point on the plane. The known method of control of the moving object (Pat. The Russian Federation №2263606, publ. 10.11.2005), for example vessel largest transverse displacements of two spaced along the length of the vessel points, conditionally called nasal F and feed A. Within the outline of a ship in its diametrical plane choose two points, one of which is located to the nose of the ship (point F in figure 1, figure 4), and the other to the stern of the vessel (point a in figure 1-4) with respect to the plane of the middle frame. The distance between the points F and A are selected depending on the technical possibilities of accommodation in these points is receiving antennas of the satellite navigation system (SNS). The more the distance, the better the system of management of the vessel is to be maintained on a given line. The coordinates of these points define continuously with high accuracy (+1.0 m), it became possible with the introduction of the SNA shore stations, computing and transmitting vessel differential corrections. Coordinate values continually calculate the transverse displacement of the point F (d, F ) and point A (d A ) from a given line. And transverse displacements of the point on a line is considered to be positive if it moves to the right, and negative if it is shifted to the left (Fig.1-4). Transverse displacement produce the signal for the operation of separate elements or the entire propulsion and steering gear of the ship by law: σ=-k F x d F +k A x A d , where k F k A - the gain of the transverse displacements of the bow and stern points of a vessel from a given line. This is a positive value, and k F k A more . Signal σ is considered positive if the vessel rotation clockwise and negative when the vessel rotation counterclockwise. Figure 1-4 shows the major variants of possible deviations of the vessel 1 from the given line 2. For example, figures 1, 2 DP vessel 3 crosses a certain line 2 at a certain angle, the value of which is characterized by the values of the transverse displacement of the point F(d, F ) and point A(d, A )and d more F 0 d A is less than 0 (Fig 1) and d F is less than 0, d A is greater than 0 (figure 2). In the first case (Fig 1) according to the law elements propulsion-steering complex will provide rotation of the ship counterclockwise, which will lead to reduction of a d F d A and ultimately to the exit of a vessel on a given line; in the second case (figure 2) control signal will have a positive value and propulsion and steering the complex will provide the vessel rotation clockwise, which will lead to reduction of a d F d A and to the exit of a vessel on a given line. Figure 3, 4 3 DP vessel 1 intersects with the given line 2 and transverse displacements of the points F And have the same signs, the positive (figure 3) and negative (figure 4). Sign σ and the corresponding direction of rotation of the vessel, provided its propulsion-steering complex, depend on the ratio of values of the coefficients of F and k k A (k F k A more , if the signs transverse displacements of the points F and A are the same, 3, 4; k F and k and A are equal in magnitude, if the signs transverse displacements of the points F and While the opposite, 1, 2). The ratio of the values of the coefficients of F and k k A choose from a variety of reasons. For example, if to consider, that the deviation of the direction of motion of the ship from the set will be within + / -90°, this ratio will be determined by the expression: k A = k F x ( 1 + l | d F | ) - 1 ,where l is the distance between the points F and A. However, for positioning managed vessel at a given point in a given direction considered as a prototype of the method of control of the moving object (Pat. The Russian Federation №2263606) does not meet the conditions of the withdrawal of a vessel in the position when the current position is conditional point C (figure 5) in the horizontal plane will coincide with the position of the specified point D. The technical result, the attainment of which are directed by the invention consists in that the conditions of confinement of the positioning of the vessel at a specified point on a given line. To achieve the technical result of the way the control of the moving vessel, when within the outline of a ship in its diametrical plane choose two points, one of which is located to the nose of the ship (point F in figure 1, figure 4), and the other to the stern of the vessel (point A in figure 1-4) with respect to the plane of the middle frame. The distance between the points F and A are selected depending on the technical possibilities of accommodation in these points is receiving antennas of the satellite navigation system (SNS). The more the distance, the better the system of management of vessel's position relative to a given line. The coordinates of these points define continuously with high accuracy (+1.0 m), it became possible with the introduction of the SNA shore stations, computing and transmitting vessel differential corrections. Coordinate values continually calculate the transverse displacement of the point F (d, F ) and point A (d A ) from a given line. Moreover, the transverse displacement of a point from a given line is considered positive if it moves to the right, and negative if it is shifted to the left (Fig.1-4). Transverse displacement produce the signal for the operation of separate elements or the entire propulsion and steering gear of the ship by law: σ=-k F x d F +k A x A d , where k F k A - the gain of the transverse displacements of the bow and stern points of a vessel from a given line. This is a positive value, and k F k A more . Signal σ is considered positive if the vessel rotation clockwise and negative when the vessel rotation counterclockwise. Figure 1-4 shows the major variants of possible deviations of the vessel 1 from the given line 2. For example, figures 1, 2 DP 3 vessels 1 crosses a certain line 2 at a certain angle, the value of which is characterized by the values of the transverse displacement of the point F(d, F ) and point A(d, A )and d more F 0 d A is less than 0 in figure 1 and d F is less than 0, d A is greater than 0 (figure 2). In the first case (Fig 1) according to the law elements propulsion-steering complex will provide rotation of the ship counterclockwise, which will lead to reduction of a d F d A and ultimately to the exit of a vessel on a given line; in the second case (figure 2) control signal will have a positive value and propulsion and steering the complex will provide the vessel rotation clockwise, which will lead to reduction of a d F d A and to the exit of a vessel on a given line. Figure 3, 4 3 DP vessel 1 intersects with the given line 2 and transverse displacements of the points F And have the same signs, the positive in figure 3 and negative figure 4. Sign σ and the corresponding direction of rotation of the vessel, provided its propulsion-steering complex, depend on the ratio of values of the coefficients of F and k k A (k F k A more , if the signs transverse displacements of the points F and A are the same, 3, 4; k F and k and A are equal in magnitude, if the signs transverse displacements of points F and A are the opposite, 1, 2). The ratio of the values of the coefficients of F and k k A choose from a variety of reasons. For example, if to consider, that the deviation of the direction of motion of the ship from the set will be within + / -90°, this ratio will be determined by the expression: k A = k F x ( 1 + l | d F | ) - 1 ,where l is the distance between the points F and A. However, for positioning managed vessel at a given point in a given direction is considered as a prototype method of control does not meet the conditions of the withdrawal of a vessel in the position when the position of the conditional point C (figure 5) on the plane, will coincide with the position of the specified point D. A distinctive feature of the proposed method from the above-known, the most close to him, is the following: additionally, to ensure the withdrawal of the positioning of the vessel specified in point D, which is the coincidence points C and D on a plane, form an extra control signal by law δS=k S d S , where k S gain on longitudinal shift of the imaginary point D (figure 5) from the line perpendicular to the specified line (conditionally line L1) and passing through the given point C (conditionally line L2), is a positive value. Figure 5 shows two possible deviations point C on the line L2, here is the mark of relevant deviations d S . The current point C, located within the hull of a ship in its PD, is determined proceeding from the value of the current coordinates of the nasal F and feed A point. The proposed method of management of a moving vessel when positioning it in a given direction at a given point in the horizontal plane shall exercise the following way: within the outline of a ship in its diametrical plane choose two points, one of which is located to the nose of the ship (point F in figure 1, figure 4), and the other to the stern of the vessel (point A in figure 1-4) with respect to the plane of the middle frame. The distance between the points F and A are selected depending on the technical possibilities of accommodation in these points is receiving antennas of the satellite navigation system (SNS). The more the distance, the better the functioning of the control system of the ship motion relative to a given line. When the direction of a given line L1, for example, coincides with the direction of the DP vessel with its position on the surface of the water meets the minimum external power influence of environmental factors (wind, waves, current). The coordinates of these points define continuously with high accuracy (+1.0 m), it became possible with the introduction of the SNA shore stations, computing and transmitting vessel differential corrections. Coordinate values continually calculate the transverse displacement of the point F (d, F ) and point A(d A ) from a given line. And transverse displacements of the point on a line is considered to be positive if it moves to the right, and negative if it is shifted to the left (Fig.1-4). Transverse displacement produce the signal for the operation of separate elements or the entire propulsion and steering gear of the ship by law: σ=-k F x d F +k A x A d , where k F k A - the gain of the transverse displacements of the bow and stern points of a vessel from a given line. This is a positive value, and k F k A more . Signal σ is considered positive if the vessel rotation clockwise and negative when the vessel rotation counterclockwise. Figure 1-4 shows the major variants of possible deviations of the vessel 1 from the given line 2. For example, figures 1, 2 DP 3 vessels 1 crosses a certain line 2 at a certain angle, the value of which is characterized by the values of the transverse displacement of the point F(d, F ) and point A(d, A )and d more F 0 d A is less than 0 (Fig 1) and d F is less than 0, dA greater than 0 (figure 2). In the first case (Fig 1) according to the law elements propulsion-steering complex will provide rotation of the ship counterclockwise, which will lead to reduction of a d F d A and ultimately to the exit of a vessel on a given line; in the second case (figure 2) control signal will have a positive value and propulsion and steering the complex will provide the vessel rotation clockwise, which will lead to reduction of a d F d A and to the exit of a vessel on a given line. Figure 3, 4 3 DP vessel 1 intersects with the given line 2 and transverse displacements of the points F And have the same signs, the positive in figure 3 and negative figure 4. Sign σ and the corresponding direction of rotation of the vessel, provided its propulsion-steering complex, depend on the ratio of values of the coefficients of F and k k A (k F k A more , if the signs transverse displacements of the points F and A are the same, 3, 4; k F and k and A are equal in magnitude, if the signs transverse displacements of the points F and While the opposite, 1, 2). The ratio of the values of the coefficients of F and k k A choose from a variety of reasons. For example, if to consider, that the deviation of the direction of motion of the ship from the set will be within + / -90°, this ratio will be determined by the expression: k A = k F x ( 1 + l | d F | ) - 1 ,where l is the distance between the points F and A. However, for positioning managed vessel at a given point to be considered as a prototype of the method of control does not meet the conditions of the withdrawal of a vessel in the position when the position of the conditional point C (figure 5) on the plane, will coincide with the position of the specified point D. To ensure the withdrawal of the positioning of the vessel specified in point D, which is the coincidence points C and D on a plane, form an extra control signal by law δS=k S d S , where k S gain on longitudinal displacement of a given point D (figure 5) from the line perpendicular to the specified line (conditionally line L1) and passing through conditional point C (conditionally line L2), is a positive value. Figure 5 shows two possible deviations point C on the line L2, here is the mark of relevant deviations d S . The current position of the imaginary point C, located within the hull of a ship in its PD, is determined proceeding from the value of the current coordinates of the nasal F and feed A point. As a result of application of the present invention is an opportunity to obtain a technical result - ensuring retention of the positioning of the object, such as a ship, on a line, and at a given point on a given line. The method of control of a moving vessel, which is characterized by the fact that in within the outline of a ship in its median plane (DP) choose two points, one of which is located to the nose of the ship - point F, and the other to the stern of the ship - to-point And the plane middle frame specified line L1, the direction of which coincides with the direction of the DP vessel with its position on the surface of the water meets the minimum external power influence of environmental factors, continuously determine with high accuracy (+1.0 m) are the coordinates of these points and calculate the transverse displacement of the point F (d, F ) and point A (d A ) from a given line L1, transverse shift produce a signal to the deviation of the steering body of the vessel by law United Nations=- k F x d F +k A * d A k F k A - the gain of the transverse displacements of the bow and stern points of a vessel from a given line L1, optionally use the conditional point located within the hull of a ship in its APS, the current position which is determined proceeding from the value of the current coordinates of the nasal F and fodder And points, and given point D button located on a given line L1, the provisions of points C and D are the same on the plane, they form an additional control signal by law δS=k S d S , where k S the gain on longitudinal displacement of a given point D on a line perpendicular to a line L1 and passing through conditional point conditionally line L2.
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