Rudder control method and system for an aircraft

Abstract

The system includes a rudder bar configured to be able to be actuated by a pilot of the aircraft, a unit for automatically detecting a position value corresponding to a position of the rudder bar, an auxiliary unit for generating a trim value, a computation unit configured to generate a control value as a function of the position value of the rudder bar and of the trim value. The computation unit is configured to generate the control value according to a nonlinear kinematic relative to the position value of the rudder bar.

Claims

1. A rudder control method for an aircraft, said method comprising: automatically detecting a position value (PP) corresponding to a position of a rudder bar of the aircraft, said rudder bar being configured to be able to be activated by a pilot of the aircraft; generating a trim value (TL); and generating a control value (OP) as a function of the position value (PP) of the rudder bar and of the trim value (TL), said control value (OP) being transmitted to at least one actuator of a rudder of the aircraft, wherein the control value (OP) is generated so as to follow a nonlinear kinematic (C1 to C8) relative to the position value (PP) of the rudder bar, the kinematic being such that at least one of the two following conditions is fulfilled: when the position value of the rudder bar corresponds to a maximum endstop position (PMax) of the rudder bar, the control value is at a maximum value, and when the position value of the rudder bar corresponds to a minimum endstop position (PMin) of the rudder bar, the control value is at a minimum value, and wherein the kinematic relative to a neutral position value (PN) of the rudder bar has a linear segment extending from a first predetermined threshold on one side of the neutral position to a second predetermined threshold on another side of the neutral position, the linear segment representing the control value based on the trim value having a non-zero value.

2. The method as claimed in claim 1, wherein the absolute value of the difference (1, 2) between the control value (OP) and a non-trimmed control value increases at least once between the minimum position (PMin) and a neutral position (PN) of the rudder bar and decreases at least once between the neutral position (PN) and the maximum position (PMax) of the rudder bar.

3. The method as claimed in claim 2, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly and decreases linearly.

4. The method as claimed in claim 3, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly between the minimum position (PMin) and a first position (P1) of the rudder bar situated between the minimum position (PMin) and the neutral position (PN) and/or decreases linearly between a second position (P2) of the rudder bar and the maximum position (PMax), the second position (P2) being situated between the neutral position (PN) and the maximum position (PMax).

5. The method as claimed in claim 1, wherein the control value OP, the position value of the rudder bar PP and the trim value TL are defined, each, by normalized values in a range ranging from 100% to 100%, the nonlinear kinematic being such that the control value OP bears out the following relationships: OP=(1TL/50%)(PP50%)+(TL+50%), if the position value PP of the rudder bar (2) is greater than 50%; OP=(1+TL/50%)(PP50%)+(TL50%), if the position value PP of the rudder bar (2) is less than 50%; OP=PP+TL, if the position value PP of the rudder bar (2) lies between 50% and 50%.

6. The method as claimed in claim 1, wherein the nonlinear kinematic (C1 to C8) comprises at least three straight-line segments.

7. A rudder control method for an aircraft, said method comprising: automatically detecting a position value (PP) corresponding to a position of a rudder bar of the aircraft, said rudder bar being configured to be able to be activated by a pilot of the aircraft; generating a trim value (TL); and generating a control value (OP) as a function of the position value (PP) of the rudder bar and of the trim value (TL), said control value (OP) being transmitted to at least one actuator of a rudder of the aircraft, wherein the control value (OP) is generated so as to follow a nonlinear kinematic (C1 to C16) relative to the position value (PP) of the rudder bar, the kinematic being such that at least one of the two following conditions is fulfilled: when the position value of the rudder bar corresponds to a maximum endstop position (PMax) of the rudder bar, the control value is at a maximum value, and when the position value of the rudder bar corresponds to a minimum endstop position (PMin) of the rudder bar, the control value is at a minimum value, wherein the kinematic relative to a neutral position value (PN) of the rudder bar has a linear segment extending from a first predetermined threshold on one side of the neutral position to a second predetermined threshold on another side of the neutral position, and wherein the control value (OP) is generated so as to be a maximum or a minimum only at the moment when the position value (PP) of the rudder bar reaches a maximum thereof or a minimum thereof.

8. The method of claim 7, wherein the absolute value of the difference (1, 2) between the control value (OP) and a non-trimmed control value increases at least once between the minimum position (PMin) and a neutral position (PN) of the rudder bar and decreases at least once between the neutral position (PN) and the maximum position (PMax) of the rudder bar.

9. The method of claim 8, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly and decreases linearly.

10. The method as claimed in claim 9, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly between the minimum position (PMin) and a first position (P1) of the rudder bar situated between the minimum position (PMin) and the neutral position (PN) and/or decreases linearly between a second position (P2) of the rudder bar and the maximum position (PMax), the second position (P2) being situated between the neutral position (PN) and the maximum position (PMax).

11. The method as claimed in claim 7, wherein the control value OP, the position value of the rudder bar PP and the trim value TL are defined, each, by normalized values in a range ranging from 100% to 100%, the nonlinear kinematic being such that the control value OP bears out the following relationships: OP=(1TL/50%)(PP50%)+(TL+50%), if the position value PP of the rudder bar (2) is greater than 50%; OP=(1+TL/50%)(PP50%)+(TL50%), if the position value PP of the rudder bar (2) is less than 50%; OP=PP+TL, if the position value PP of the rudder bar (2) lies between 50% and 50%.

12. The method as claimed in claim 7, wherein the nonlinear kinematic (C1 to C8) comprises at least three straight-line segments.

13. A rudder control system for an aircraft, of electric type, comprising: a rudder bar configured to be actuated by a pilot of the aircraft; a unit for automatically detecting a position value (PP) corresponding to a position of the rudder bar; an auxiliary unit for generating a trim value (TL); and a computation unit configured to generate a control value (OP) as a function of the position value (PP) of the rudder bar and of the trim value (TL), said control value (OP) being configured to be transmitted to at least one actuator of a rudder of the aircraft, wherein the computation unit is configured to generate the control value (OP) according to a nonlinear kinematic relative to the position value (PP) of the rudder bar, the kinematic being such that at least one of the following two conditions is fulfilled: when the position value of the rudder bar corresponds to a maximum endstop position (PMax) of the rudder bar, the control value is at a maximum value, and when the position value of the rudder bar corresponds to a minimum endstop position (PMin) of the rudder bar, the control value is at a minimum value, wherein the kinematic relative to a neutral position value (PN) of the rudder bar has a linear segment extending from a first predetermined threshold on one side of the neutral position to a second predetermined threshold on another side of the neutral position, wherein the linear segment has a constant slope between the first predetermined threshold and the second predetermined threshold, and wherein the constant slope is equal to a slope of a kinematic without the trim value.

14. The system of claim 13, wherein the absolute value of the difference (1, 2) between the control value (OP) and a non-trimmed control value increases at least once between the minimum position (PMin) and a neutral position (PN) of the rudder bar and decreases at least once between the neutral position (PN) and the maximum position (PMax) of the rudder bar.

15. The system of claim 14, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly and decreases linearly.

16. The system of claim 15, wherein the absolute value (1) of the difference between the control value (OP) and the non-trimmed control value increases linearly between the minimum position (PMin) and a first position (P1) of the rudder bar situated between the minimum position (PMin) and the neutral position (PN) and/or decreases linearly between a second position (P2) of the rudder bar and the maximum position (PMax), the second position (P2) being situated between the neutral position (PN) and the maximum position (PMax).

17. The system of claim 13, wherein the control value OP, the position value of the rudder bar PP and the trim value TL are defined, each, by normalized values in a range ranging from 100% to 100%, the nonlinear kinematic being such that the control value OP bears out the following relationships: OP=(1TL/50%)(PP50%)+(TL+50%), if the position value PP of the rudder bar (2) is greater than 50%; OP=(1+TL/50%)(PP50%)+(TL50%), if the position value PP of the rudder bar (2) is less than 50%; OP=PP+TL, if the position value PP of the rudder bar (2) lies between 50% and 50%.

18. The system of claim 13, wherein the nonlinear kinematic comprises at least three straight-line segments.

Description

BRIEF DESCRIPTION OF THE DRAWINGS

(1) The attached figures will give a good understanding of how the invention can be produced. In these figures, identical references designate similar elements.

(2) FIG. 1 is the block diagram of an electric rudder control system according to a particular embodiment of the invention.

(3) FIGS. 2 and 3 are graphs illustrating nonlinear kinematics for generation of a rudder control value.

DETAILED DESCRIPTION

(4) The system 1 that makes it possible to illustrate the invention and represented schematically in FIG. 1 is a rudder control system of electric type for an aircraft (not represented), in particular an airplane, and notably a transport airplane. This system 1 has no mechanical rudder trim.

(5) The rudder control system 1 (hereinbelow system 1), of electric type, comprises:

(6) a rudder bar 2 (produced in the form of pedals) which is likely to be actuated by the pilot (pedals 2A) or the copilot (pedals 2B) between a minimum endstop and a maximum endstop;

(7) an automatic detection unit 3, associated with said rudder bar 2, which determines its position. The unit 3 generates a position value PP representative of this position, in the form of an electrical signal. The position value PP is minimum when the rudder bar 2 is at the minimum endstop position and the position value PP is maximum when the rudder bar is at the maximum endstop position;

(8) an auxiliary unit 10 configured to generate a trim value TL, in the form of an electrical signal; and

(9) a computation unit 4 configured to generate a control value OP as a function of the position value PP of the rudder bar 2, received from the unit 3 via a link 5, and of the trim value TL, received from the auxiliary unit 10 via a link 11.

(10) The system 1 notably comprises at least one actuator 6 of a rudder 7 of the aircraft, to which the control values OP are transmitted via an electrical link 8. This actuator 6 locks the rudder 7 (as illustrated by a chain-dotted line link 9) by a lock value representative of the duly received control values OP.

(11) This system 1 is called electric, because the command ordered by the pilot (by an actuation of the rudder bar 2) is transmitted to the computation unit 4 in the form of an electrical signal.

(12) According to the invention, the computation unit 4 uses the position value PP of the rudder bar 2 to determine, using a nonlinear kinematic specified below and two examples of which are given in FIGS. 2 and 3, the control value OP which is actually applied to the rudder 7.

(13) The control value OP is consequently computed by taking into account the trim value TL and the position value PP relative to which it varies nonlinearly.

(14) Two examples of nonlinear kinematic that make it possible to compute the control value OP from the position value PP are illustrated respectively in FIGS. 2 and 3. Nonlinear kinematic should be understood to mean a kinematic which does not follow a constant guiding coefficient straight line.

(15) Each of the graphs of FIGS. 2 and 3 represents examples of nonlinear kinematic that the control value OP (on the y axis) follows as a function of the position value PP (on the x axis). Each of the graphs shows a number of curves C1 to C8 and C9 to C16 which illustrate examples of nonlinear kinematic for different trim values TL. The curve C0 represents a non-trimmed control value, that is to say for a zero trim value TL.

(16) In these graphs, the control value OP, the position value PP of the rudder bar and the trim value TL are each defined by normalized values in a range ranging from 100% to 100%.

(17) In these examples, the absolute value 1, 2 of the difference between the control value OP and a non-trimmed control value (on the curve C0), increases at least once between a minimum position PMin of the rudder bar 2 (situated at the extreme left of the x axis) of which the corresponding normalized value is 100% and a neutral position PN of the rudder bar 2 (situated at the center of the x axis), the normalized value of which is 0%. It decreases at least once between the neutral position PN of the rudder bar and a maximum position PMax of the rudder bar (situated at the extreme right of the x axis), the normalized value of which is 100%.

(18) This absolute value 1, 2 is illustrated in FIGS. 2 and 3 by taking the example of a difference when the control value OP follows the nonlinear kinematic C4 and C12. The absolute value 1, 2 of the difference between the control value OP and a non-trimmed control value for a position P0 of the rudder bar, is equal to:

(19) OP1OP0 in the example of FIG. 2 for the curve C4; and

(20) OP2OP0 n the example of FIG. 3 for the curve C12.

(21) In the example illustrated in FIG. 2, the absolute value 1 of the difference between the control value OP and the trimmed control value increases linearly and decreases linearly.

(22) In particular, the absolute value 1 increases linearly between the minimum position PMin and a first position P1 of the rudder bar 2 situated between the minimum position PMin and the neutral position PN, and the normalized value of which is 50%. Furthermore, it decreases linearly between a second position P2 of the rudder bar and the maximum position PMax, the second position P2 being situated between the neutral position PN and the maximum position PMax, and the normalized value of which is 50%.

(23) The nonlinear kinematic illustrated in FIG. 2 is such that the control value OP bears out the following relationships:

(24) OP=(1TL/50%)(PP50%)+(TL+50%), if the position value PP of the rudder bar 2 is greater than 50%;

(25) OP=(1+TL/50%)(PP50%)+(TL50%), if the position value PP of the rudder bar (2) is less than 50%;

(26) OP=PP+TL, if the position value PP of the rudder bar 2 lies between 50% and 50%.

(27) The curves C1 to C8 bear out these relationships each time for a different trim value TL.

(28) Thus, the nonlinear kinematic illustrated in FIG. 2 consists of three straight-line segments. In effect, a first straight-line segment of the curves C1 to C8 extends between PMin and P1, a second straight-line segment of the curves C1 to C8 extends between P1 and P2 and a third straight-line segment of the curves C1 to C8 extends between P2 and PMax.

(29) In the example illustrated in FIG. 3, the nonlinear kinematic represented by the curves C9 to C16 consists of at least one curved segment.

(30) In particular, between the minimum position PMin of the rudder bar 2 and a maximum position PMax of the rudder bar 2, the segment exhibits a single point of inflexion. The segment is here a parabolic curve.

(31) The nonlinear kinematic illustrated in FIG. 3 is such that the control value OP bears out the following relationship:
OP=PP+TLTLPP.sup.2.

(32) The curves C9 to C16 bear out these relationships each time for a different trim value TL.

(33) As can be seen in FIGS. 2 and 3, the control value OP is generated such that it arrives at least at its maximum or at its minimum simultaneously with the moment when the position value PP of the rudder bar 2 reaches its maximum or its minimum respectively, that is to say when the rudder bar 2 is at maximum endstop PMax or minimum endstop Pmin respectively.

(34) In effect:

(35) when the control value OP follows one of the nonlinear kinematics C1 to C5 or C9 to C14, the control value OP is generated such that it arrives at its minimum simultaneously with the moment when the position value PP of the rudder bar 2 reaches100%, that is to say at the moment when the position of the rudder bar 2 reaches its minimum PMin; and

(36) when the control value OP follows one of the nonlinear kinematics C4 to C8 or C11 to C16, the control value OP is generated such that it arrives at its maximum simultaneously with the moment when the position value PP of the rudder bar 2 reaches 100%, that is to say at the moment when the position of the rudder bar 2 reaches its maximum PMax.

(37) In particular, when the control value OP follows one of the nonlinear kinematics C4, C5 or C11 to C14, the control value OP reaches its maximum and its minimum simultaneously with the moment when the position value PP of the rudder bar 2 reaches 100% and 100% respectively, that is to say at the moment when the position of the rudder bar 2 reaches its maximum PMax and its minimum PMin respectively.

(38) The pilot can thus reach the minimum and the maximum of the control value OP without encountering any dead band in which an action on the rudder bar does not lead to any change in the control value.