IRImplementing rule
SUBJECT 082 – PRINCIPLES OF FLIGHT – HELICOPTERS
(1)VOCABULARY OF MECHANICS Speed is a scalar quantity; it has only magnitude. Velocity is a vector quantity with magnitude and direction. The velocity of a point on a rotor blade, when rotating around an axis, is the ‘linear’ or ‘tangential’ velocity which can be expressed in revolutions per minute (rpm). Density is the mass of the fluid per unit volume (kg/m3) in the international system of units of measurement (SI (Système International)).
(2)AERONAUTICAL DEFINITIONS A rotor blade is a high-aspect ratio aerofoil attached by its root to the rotor hub with hinges or flexible elements. A blade element is a spanwise slice of the blade, so thin that the aerodynamic forces involved may be assumed not to vary. The forces produce lift (L), drag (D), and a pitching moment. Such a cross section has a contour, a leading and trailing edge, a chord line, a mean camber line, a maximum thickness or depth, and a thickness-to-chord ratio. The centre of pressure (CP) is defined as the point on the chord line where the resultant of all aerodynamic forces acts. The planform is the shape of a blade as seen from above. The pitch angle (of a blade or an element) is the angle between the chord line and the plane of rotation. The blade is not twisted when the pitch angle is constant from root to tip. A blade is twisted when the pitch angle of its elements’ sections varies with their distance from the root (in other words, the chord lines of the elements involved are not parallel). Washout exists when the pitch angle decreases towards the blade tip. The vector sum of the undisturbed upstream velocity (i.e. that found in the plane of rotation of the blades) and the induced velocity is the relative airflow. The angle between the relative airflow and the chord line of a blade element is the angle of attack (). Lift is the component of the aerodynamic force on a blade element that is perpendicular to the relative airflow. Profile drag is the component of the aerodynamic force on a blade element that is parallel to the plane of rotation. Induced drag is the component of the aerodynamic force on a blade element that is parallel to the relative airflow. Profile drag consists of pressure forces and skin friction acting on the surface of the blade element. The component of profile drag that arises from pressure forces (between the leading and trailing edges) is pressure or form drag. The component of profile drag due to shear forces over the surface is skin friction. The total rotor thrust is the vertical upwards force from the rotor disc as a whole, as the sum of all the blade thrusts. This term has been reinstated because there is already the term ‘rotor thrust’ that is used to denote the thrust along the axis of rotation that acts directly opposite the weight of the helicopter in a blade element.
(3)HELICOPTER CHARACTERISTICS Disc loading is the mass (M) of the helicopter divided by the area of the disc. Blade loading is the mass divided by the total planform area of the blades. The area of a rectangular blade is given by the chord multiplied by the blade tip radius. For tapered blades, the mean geometric chord is taken as an approximately equivalent chord. Rotor solidity is the ratio of the total blade area to the disc area.
(4)PLANES, AXES AND REFERENCE SYSTEMS OF THE ROTOR Shaft axis: The physical axis of the rotor shaft (mast). Hub plane: A plane perpendicular to the shaft axis through the centre of the hub. Tip path plane: The plane traced out by the blade tips. Virtual rotation axis: The axis through the centre of the hub and perpendicular to the tip path plane. Rotor disc: The disc traced out by the blade tips in the tip path plane. Plane of rotation: The plane parallel to the tip path plane that acts through the hub centre.
(5)ANGLES OF THE BLADES, INDUCED VELOCITY Pitch angle of a blade element: The angle between the chord line of the element and its plane of rotation, sometimes called ‘local pitch angle’. Blade pitch angle: Taken to be equivalent to the pitch angle of the blade element found at 75 % of the blade radius. Flapping angle: The angle between the longitudinal axis of the blade and the hub plane. Coning angle: The angle between the longitudinal axis of the blade and the tip path plane. Induced velocity is that induced by the engine power perpendicular to the plane of rotation. Aerodynamic forces on the blades and the rotor The thrust from a blade (blade thrust) is the sum of the thrusts from each blade element. The sum of the thrusts from all blades is the (total) rotor thrust acting perpendicular to the tip path in the direction of the virtual rotation axis. The result of the induced drag forces on all the blade elements of all blades is a torque on the shaft which, multiplied by the angular velocity of the blade, gives the required induced power. The result of the profile drag forces is a torque on the shaft which, multiplied by the angular velocity of the blade, gives the required profile power.
(6)TYPES OF ROTOR HUBS There are basically four types of rotor hubs in use:
1.Teetering rotor or seesaw rotor: The two blades are connected together; the ‘hinge’ is on the shaft axis, and the head is underslung. A variation is the gimballed hub; the blades and the hub are attached to the rotor shaft by means of a gimbal or universal joint (Bell 47). It is sometimes called semi-rigid because there is no movement of the blade in a drag-wise sense.
2.Fully articulated rotor: There are more than two rotor blades and each has a flapping hinge, a lead-lag (drag) hinge, and a feathering hinge or bearing.
3.Hingeless rotor: There are no flapping or dragging hinges. They are replaced by flexible elements (virtual hinges) at some part of the blade radius which allow such movements. A feathering bearing allows feathering of the blade.
4.Bearingless rotor: There are no hinges or rotating bearings. Flapping and dragging movements are obtained with flexible elements called elastomeric hinges. Feathering is obtained by twisting the element. When referring to their equipment, Airbus call this a ‘semi-articulated head’ (ref.: their training material). Two remarks:
1.Hinge offset and equivalent hinge offset The hinge offset is the distance between the shaft axis and the axis of the hinge. Hingeless and bearingless rotors have an equivalent hinge offset.
2.Elastomeric hinges This bearing consists of alternate layers of elastomer and metal. The flexibility of the elastomer allows flapping, dragging and feathering.
(7)DRAG AND POWERS Induced power is that required to generate the induced velocity in the rotor disc for the production of lift. For any given thrust, induced power is minimum when the induced velocity is uniform over the rotor disc. This can be approximated by using washout and ensuring that the blades are in track (a truly uniform velocity cannot be obtained). Rotor profile drag results from those components acting in the opposite direction to the blade velocities (i.e. the sum of all the profile drags from each blade element). The power required to overcome it is rotor profile power (the sum of the powers required to overcome the torque). Parasite drag is the drag from the helicopter fuselage including that from the rotor hub and all external equipment such as wheels, the winch, external loads, etc. (any drag from the tail rotor is included, but not from the rotor blades, which produce profile drag). The power to overcome this drag is parasite power. In level flight at constant speed, induced power, rotor profile power and parasite power are summed to give the total power required to drive the main rotor. Induced power and profile power for the tail rotor are summed to give the power required to drive the tail rotor. The power required to drive auxiliary services, such as oil pumps and electrical generators, is called accessory or ancillary power. It includes the power required to overcome mechanical friction in transmissions. The total power required in level flight at constant speed is the sum of all the above. When transitioning from the hover, the power required decreases as speed increases. This is called translational lift. The term limited power means that the total power required to hover out of ground effect (HOGE) is greater than the available power.
(8)PHASE ANGLE IN FLAPPING MOVEMENT OF THE BLADE The movement of the cyclic control tilts the rotor disc in the direction of the intended movement of the helicopter. For teetering heads, the flapping response is 90° later than the applied cyclic control movement (less than 90° for rotors with offset hinges). The pitch mechanism consists of the swash plate, and for each blade the pitch mechanism consists of a pitch link attached to the swash plate and a pitch horn attached to the blade.
(9)AXES THROUGH THE CENTRE OF THE HELICOPTER Longitudinal axis or roll axis: A straight line through the centre of gravity (CG) of the helicopter from the nose to the tail about which the helicopter can roll left or right. Lateral axis, transverse axis or pitch axis: A straight line through the CG of the helicopter about which the helicopter can pitch its nose up or down (this axis is also perpendicular to the reference plane of the aircraft, which is the plane either side of which the components that constitute the major part of the aircraft are symmetrically disposed in the port and starboard sense). Normal axis or yaw axis: A straight line perpendicular to the plane defined by the longitudinal and lateral axes and about which the helicopter can yaw. Note that the term ‘mass’ is used to describe a quantity of matter, and ‘weight’ when describing the force. However, the term ‘weight’ is normally used in aviation to colloquially describe mass. The professional pilot should always note the units to determine whether the term ‘weight’ is being used to describe a force (e.g. unit newton) or quantity of matter (e.g. unit kilogram).
| Syllabus reference | BK | Syllabus details and associated Learning Objectives | Aeroplane | Helicopter | IR | CB-IR(A) | BIR Exam | BIR BK | Remarks | |||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| ATPL | CPL | ATPL/IR | ATPL | CPL | ||||||||
| 080 00 00 00 | PRINCIPLES OF FLIGHT | |||||||||||
| 082 00 00 00 | PRINCIPLES OF FLIGHT — HELICOPTERS | |||||||||||
| 082 01 00 00 | SUBSONIC AERODYNAMICS | |||||||||||
| 082 01 01 00 | Basic concepts, laws and definitions | |||||||||||
| 082 01 01 01 | International system of units of measurement (SI) and conversion of SI units | |||||||||||
| (01) | X | List the fundamental quantities and units in SI, such as mass (kg), length (m), time (s). | X | X | X | |||||||
| (02) | X | Be able to convert imperial units to SI units and vice versa. | X | X | X | |||||||
| 082 01 01 02 | Definitions and basic concepts of air | |||||||||||
| (01) | X | Describe air temperature and pressure as functions of height. | X | X | X | |||||||
| (02) | X | Define the International Standard Atmosphere (ISA). | X | X | X | |||||||
| (03) | X | Define air density, and explain the relationship between air density, pressure, and temperature. | X | X | X | |||||||
| (04) | X | Explain the influence of moisture content on air density. | X | X | X | |||||||
| (05) | X | Define pressure altitude and air density altitude. | X | X | X | |||||||
| 082 01 01 03 | Newton’s laws | |||||||||||
| (01) | X | State and interpret Newton’s three laws of motion. | X | X | X | |||||||
| (02) | X | Distinguish between mass and weight, and their units. | X | X | X | |||||||
| 082 01 01 04 | Basic concepts of airflow | |||||||||||
| (01) | X | Describe steady and unsteady airflow. | X | X | X | |||||||
| (02) | X | Define ‘streamline’ and ‘stream tube’. | X | X | X | |||||||
| (03) | X | Explain the principle of the continuity equation or the conservation of mass. | X | X | X | |||||||
| (04) | X | Describe the mass flow rate through a stream tube section. | X | X | X | |||||||
| (05) | State Bernoulli’s equation and use it to explain and define the relationship between static, dynamic and total pressure. | X | X | X | ||||||||
| (06) | Define the stagnation point in the flow around an aerofoil, and explain the pressure obtained at the stagnation point. | X | X | X | ||||||||
| (07) | Use the pitot system to explain the measurement of airspeed (no compressibility effects). | X | X | X | ||||||||
| (08) | Define ‘TAS’, ‘IAS’, and ‘CAS’. | X | X | X | ||||||||
| (09) | X | Define two-dimensional airflow and its relationship to an aerofoil of infinite span (i.e. no blade tip vortices and, therefore, no induced drag). Explain the difference between twoand threedimensional airflows. | X | X | X | |||||||
| (10) | X | Explain that viscosity is a feature of any fluid (gas or liquid). | X | X | X | |||||||
| (11) | Explain the tangential friction between air and the surface of an aerofoil, and the development of a boundary layer. | X | X | X | ||||||||
| (12) | Describe laminar and turbulent boundary layers and the transition from laminar to turbulent. Show the influence of the roughness of the surface on the position of the transition point. | X | X | X | ||||||||
| 082 01 02 00 | Two-dimensional airflow | |||||||||||
| 082 01 02 01 | Aerofoil section geometry | |||||||||||
| (01) | X | Define the terms: ‘aerofoil section’, ‘aerofoil element’, ‘chord line’, ‘chord’, ‘thickness’, ‘thickness-to-chord ratio, ‘camber line’, ‘camber’, and ‘leading-edge radius’. | X | X | X | |||||||
| (02) | Describe symmetrical and asymmetrical aerofoil sections. | X | X | X | ||||||||
| 082 01 02 02 | Aerodynamic forces on aerofoil elements | |||||||||||
| (01) | Define the angle of attack (α). | X | X | X | ||||||||
| (02) | Describe: the resultant force from the pressure distribution and the friction at the element; the resultant force from the boundary layers and the velocities in the wake; and the loss of momentum due to friction forces. | X | X | X | ||||||||
| (03) | Resolve the aerodynamic force into the components of lift (L) and drag (D). | X | X | X | ||||||||
| (04) | Define the lift coefficient (CL) and the drag coefficient (CD). | X | X | X | ||||||||
| (05) | Show that the CL is a function of the α. | X | X | X | ||||||||
| (06) | Explain how drag is caused by pressure forces on the surfaces of an aerofoil and by friction in the boundary layers. Define the term ‘profile drag’. | X | X | X | ||||||||
| (07) | Define the L–D ratio. | X | X | X | ||||||||
| (08) | Use the lift and drag equations to show the influence of speed and density on lift and drag for a given α. | X | X | X | ||||||||
| (09) | Define the action line of the aerodynamic force and the CP. | X | X | X | ||||||||
| (10) | Know that symmetrical aerofoils have a CP that is approximately a quarter chord behind the leading edge. | X | X | X | ||||||||
| 082 01 02 03 | Stall | |||||||||||
| (01) | Explain the boundary layer separation when α increases beyond the onset of stall and the decrease of lift and the increase of drag. Define the ‘separation point’. | X | X | X | ||||||||
| 082 01 02 04 | Disturbances due to profile contamination | |||||||||||
| (01) | Explain ice contamination, the modification of the section profile and surfaces due to ice and snow, the influence on L and D and the L–D ratio, the influence on α (at stall onset), and the effect of the increase in weight. | X | X | X | ||||||||
| (02) | Explain the effect of erosion by heavy rain on the blade and subsequent increase in profile drag. | X | X | X | ||||||||
| 082 01 03 00 | Three-dimensional airflow around a blade | |||||||||||
| 082 01 03 01 | The blade | |||||||||||
| (01) | Describe the various blade planforms. | X | X | X | ||||||||
| (02) | Define aspect ratio and blade twist. | X | X | X | ||||||||
| 082 01 03 02 | Airflow pattern and influence on lift (L) | |||||||||||
| (01) | Explain the spanwise flow around a blade and the appearance of blade tip vortices which are a loss of energy. | X | X | X | ||||||||
| (02) | Show that the strength of the vortices increases as α and L increase. | X | X | X | ||||||||
| (03) | Show that downwash causes vortices. | X | X | X | ||||||||
| (04) | Define the relative airflow as the resultant of the undisturbed air velocity and induced velocity, and define α. | X | X | X | ||||||||
| (05) | Explain the spanwise L distribution and the way in which it can be modified by twist (washout). | X | X | X | ||||||||
| 082 01 03 03 | Induced drag | |||||||||||
| (01) | Explain induced drag and the influence of α and aspect ratio. | X | X | X | ||||||||
| 082 01 03 04 | The airflow around the fuselage | |||||||||||
| (01) | Describe the fuselage and the external components that cause (parasite) drag, the airflow around the fuselage, and the influence of the pitch angle of the fuselage. Describe fuselage shapes that minimise drag. | X | X | X | ||||||||
| (02) | Define profile drag as the sum of pressure (form) drag and skin friction drag. | X | X | X | ||||||||
| (03) | Define ‘interference drag’. | X | X | X | ||||||||
| (04) | Know the drag formula. | X | X | X | ||||||||
| 082 02 00 00 | TRANSONIC AERODYNAMICS and COMPRESSIBILITY EFFECTS | |||||||||||
| 082 02 01 00 | Airflow speeds and velocities | |||||||||||
| 082 02 01 01 | Speeds and Mach number | |||||||||||
| (01) | Define the speed of sound in air. | X | X | X | ||||||||
| (02) | State that the speed of sound is proportional to the square root of the absolute temperature (in Kelvins). | X | X | X | ||||||||
| (03) | Explain the variation in the speed of sound with altitude. | X | X | X | ||||||||
| (04) | Define Mach number. | X | X | X | ||||||||
| (05) | Explain the meaning of incompressibility and compressibility of air; relate this to the value of the Mach number. | X | X | X | ||||||||
| (06) | Define high subsonic, transonic and supersonic flows in relation to the value of the Mach number. | X | X | X | ||||||||
| 082 02 01 02 | Shock waves | |||||||||||
| (01) | Describe shock waves in a supersonic flow and the changes in pressure and speed. | X | X | X | ||||||||
| (02) | Describe the appearance of local supersonic flows on the surfaces of a blade. | X | X | X | ||||||||
| 082 02 01 03 | Influence of aerofoil section and blade planform | |||||||||||
| (01) | Explain the different shapes that allow higher Mach numbers without generating a shock wave on the upper surface, such as: reducing the section thickness-to-chord ratio; a planform with a sweep angle. | X | X | X | ||||||||
| 082 03 00 00 | ROTORCRAFT TYPES | |||||||||||
| 082 03 01 00 | Rotorcraft | |||||||||||
| 082 03 01 01 | Rotorcraft types | |||||||||||
| (01) | Explain the difference between an autogyro and a helicopter. | X | X | X | ||||||||
| 082 03 02 00 | Helicopters | |||||||||||
| 082 03 02 01 | Helicopter configurations | |||||||||||
| (01) | Describe (briefly) the single-main-rotor helicopter and other configurations: tandem, coaxial, side-by-side, synchrocopter (with intermeshing blades), the compound helicopter and tilt rotor. | X | X | X | ||||||||
| 082 03 02 02 | The helicopter, characteristics and associated terminology | |||||||||||
| (01) | Mention the tail rotor, the Fenestron, and the no tail rotor (NOTAR). | X | X | X | ||||||||
| (02) | Define the rotor disc area and the blade area. | X | X | X | ||||||||
| (03) | Describe the teetering rotor with its hinge axis on the shaft axis, and rotors with more than two blades with offset hinge axes. | X | X | X | ||||||||
| (04) | Define the fuselage centre line and the three axes: roll, pitch, and normal (yaw). | X | X | X | ||||||||
| (05) | Define gross weight and gross mass (and the units involved), disc and blade loading. | X | X | X | ||||||||
| 082 04 00 00 | MAIN-ROTOR AERODYNAMICS | |||||||||||
| 082 04 01 00 | Hover flight outside ground effect | |||||||||||
| 082 04 01 01 | Airflow through the rotor disc and around the blades | |||||||||||
| (01) | X | Based on Newton’s second law (momentum), explain that the upward vertical force from the disc, i.e. the rotor thrust, is the result of vertical downward velocities inside the rotor disc. | X | X | X | |||||||
| (02) | Explain why the production of the induced flow requires power applied to the shaft, i.e. induced power. Induced power is least if the induced velocities have the same value on the whole disc (i.e. there is uniformity of flow over the disc). | X | X | X | ||||||||
| (03) | Explain why vertical rotor thrust must be higher than the weight of the helicopter because of the vertical drag on the fuselage. | X | X | X | ||||||||
| (04) | Define the pitch angle and the α of a blade element. | X | X | X | ||||||||
| (05) | Explain L and D relating to a blade element (including induced and profile drag). | X | X | X | ||||||||
| (06) | Explain the necessity for collective pitch angle changes, the influence on the α and rotor thrust, and the need for blade feathering. | X | X | X | ||||||||
| (07) | Describe the different blade shapes (as viewed from above). | X | X | X | ||||||||
| (08) | Explain how profile drag on the blade elements generates a torque on the main shaft, and define the resulting rotor profile power. | X | X | X | ||||||||
| (09) | Explain the influence of air density on the required powers. | X | X | X | ||||||||
| 082 04 01 02 | Anti-torque force and tail rotor | |||||||||||
| (01) | Using Newton’s third law (motion), explain the need for tail-rotor thrust, the required value being proportional to main-rotor torque. Show that tail-rotor power is proportional to tailrotor thrust. | X | X | X | ||||||||
| (02) | Explain the necessity for feathering of the tail-rotor blades and their control by the yaw pedals, and the maximum and minimum values of the pitch angles of the blades. | X | X | X | ||||||||
| 082 04 01 03 | Total power required and hover outside ground effect (HOGE) | |||||||||||
| (01) | Define ancillary equipment and its power requirement. | X | X | X | ||||||||
| (02) | Define the total power required. | X | X | X | ||||||||
| (03) | X | Describe the influence of ambient pressure, temperature and moisture on the required power. | X | X | X | |||||||
| 082 04 02 00 | Vertical climb | |||||||||||
| 082 04 02 01 | Relative airflow and angles of attack (α) | |||||||||||
| (01) | X | Describe the dependence of the vertical climb speed on the opposite vertical air velocity relative to the rotor disk. | X | X | X | |||||||
| (02) | Explain how α is controlled by the collective pitch angle control. | X | X | X | ||||||||
| 082 04 02 02 | Power and vertical speed | |||||||||||
| (01) | Define total main-rotor power as the sum of parasite power, induced power, climb power, and rotor profile power. | X | X | X | ||||||||
| (02) | Explain why the total main-rotor power required increases when the rate of climb increases. | X | X | X | ||||||||
| 082 04 03 00 | Forward flight | |||||||||||
| 082 04 03 01 | Airflow and forces in uniform inflow distribution | |||||||||||
| (01) | Explain the assumption of a uniform inflow distribution on the rotor disc. | X | X | X | ||||||||
| (02) | Show the upstream air velocities relative to the blade elements and the different effects on the advancing and retreating blades. Define the area of reverse flow. Explain the influence of forward speed on the circumferential speed of the blade tip. | X | X | X | ||||||||
| (03) | Assuming constant pitch angles and rigid blade attachments, explain the roll moment from the asymmetric distribution of L. | X | X | X | ||||||||
| (04) | Show that through cyclic feathering this imbalance could be eliminated by a low α (accomplished by a low pitch angle) on the advancing blade, and a high α (accomplished by a high pitch angle) on the retreating blade. | X | X | X | ||||||||
| (05) | Describe the high air velocity at the advancing blade tip and the compressibility effects which limit maximum speed. | X | X | X | ||||||||
| (06) | Describe the low air velocity on the retreating blade tip resulting from the difference between the circumferential speed and forward speed, the need for high α, and the onset of stall. | X | X | X | ||||||||
| (07) | Define the blade tip speed ratio. | X | X | X | ||||||||
| (08) | Explain the total rotor thrust that is perpendicular to the rotor disc and the need for tilting the thrust vector forward. | X | X | X | ||||||||
| (09) | Explain the conditions of equilibrium in steady straight and level flight. | X | X | X | ||||||||
| 082 04 03 02 | The flare (powered flight) | |||||||||||
| (01) | Explain the flare in powered flight, the rearward tilt of the rotor disc and the thrust vector. Show the horizontal thrust component that is in the opposite direction to forward velocity. | X | X | X | ||||||||
| (02) | State the increase in thrust due to the upward inflow, and show the modifications in the α. | X | X | X | ||||||||
| (03) | Explain the increase in rotor rpm for a nongoverned rotor. | X | X | X | ||||||||
| 082 04 03 03 | Non-uniform inflow distribution in relation to inflow roll | |||||||||||
| (01) | Describe the inflow distribution which modifies α and L especially on the advancing and retreating blades. | X | X | X | ||||||||
| 082 04 03 04 | Power and maximum speed | |||||||||||
| (01) | Explain that the induced velocities and power values decrease as the speed of the helicopter increases. | X | X | X | ||||||||
| (02) | Define profile drag and profile power, and the increase in their values with the speed of the helicopter. | X | X | X | ||||||||
| (03) | Define parasite drag and parasite power, and the increase in their values with the speed of the helicopter. | X | X | X | ||||||||
| (04) | Define total drag and its increase with the speed of the helicopter. | X | X | X | ||||||||
| (05) | Describe the power required for the tail rotor and the power required by ancillary equipment. | X | X | X | ||||||||
| (06) | Define the total power requirement as a sum of the above partial powers, and explain how it varies with the speed of the helicopter. | X | X | X | ||||||||
| (07) | Explain the influence of helicopter mass, air density, and additional external equipment on the partial powers and the total power required. | X | X | X | ||||||||
| (08) | Describe translational lift and show the decrease in required total power as the helicopter increases its speed from the hover. | X | X | X | ||||||||
| 082 04 04 00 | Hover and forward flight in ground effect | |||||||||||
| 082 04 04 01 | Airflow in ground effect, downwash | |||||||||||
| (01) | Explain how the vicinity of the ground changes the downward flow pattern and the consequences on lift (thrust) at constant rotor power. Show that ground effect depends on the height of the rotor above the ground and the rotor diameter. Show the required rotor power at constant all-up mass (AUM) as a function of height above the ground. Describe the influence of forward speed. | X | X | X | ||||||||
| 082 04 05 00 | Vertical descent | |||||||||||
| 082 04 05 01 | Vertical descent, power on | |||||||||||
| (01) | Describe the airflow around the rotor disc in a trouble-free vertical descent, power on, the airflow opposing the helicopter’s velocity, the relative airflow, and α. | X | X | X | ||||||||
| (02) | Explain the vortex-ring state, also known as settling with power. State the approximate vertical descent speeds that allow the formation of vortex ring, related to the values of the induced velocities. | X | X | X | ||||||||
| (03) | Describe the airflow relative to the blades, the root stall, the loss of lift at the blade tip, and the turbulence. Show the effect of raising the lever and describe the effects on the controls. | X | X | X | ||||||||
| 082 04 05 02 | Autorotation | |||||||||||
| (01) | State the need for early recognition and for a quick initiation of recovery. Describe the recovery actions. | X | X | X | ||||||||
| (02) | Explain that the collective lever must be lowered quickly enough to avoid a rapid decay of rotor rpm due to drag on the blades, and explain the influence of rotational inertia of the rotor on the rate of decay. | X | X | X | ||||||||
| (03) | Show the induced flow through the rotor disc, the rotational velocity and relative airflow, the inflow and inflow angles. | X | X | X | ||||||||
| (04) | Show how the aerodynamic forces on the blade elements vary from root to tip and distinguish three zones: the inner stalled region, the middle driving region, and the driven region. | X | X | X | ||||||||
| (05) | Explain the control of the rotor rpm with collective pitch. | X | X | X | ||||||||
| (06) | Show the need for negative tail-rotor thrust with yaw control. | X | X | X | ||||||||
| (07) | Explain the final increase in rotor thrust caused by raising the collective pitch to decrease the vertical descent speed and the decay in rotor rpm. | X | X | X | ||||||||
| 082 04 06 00 | Forward flight — autorotation | |||||||||||
| 082 04 06 01 | Airflow at the rotor disc | |||||||||||
| (01) | Explain the factors that affect inflow angle and α, the autorotative power distribution, and the dissymmetry over the rotor disc in forward flight. | X | X | X | ||||||||
| 082 04 06 02 | Flight and landing | |||||||||||
| (01) | Show the effect of forward speed on the vertical descent speed. | X | X | X | ||||||||
| (02) | Explain the effects of gross weight, rotor rpm, and altitude (density) on endurance and range. | X | X | X | ||||||||
| (03) | Explain the manoeuvres for turning and touchdown. | X | X | X | ||||||||
| (04) | Explain the height–velocity curves. | X | X | X | ||||||||
| 082 05 00 00 | MAIN-ROTOR MECHANICS | |||||||||||
| 082 05 01 00 | Flapping of the blade in hover | |||||||||||
| 082 05 01 01 | Intentionally left blank | |||||||||||
| 082 05 01 02 | Centrifugal turning moment (CTM) | |||||||||||
| (01) | Describe the centrifugal forces on the mass elements of a blade with pitch applied and the components of those forces. Show how the forces generate a moment that tries to reduce the blade pitch angle. | X | X | X | ||||||||
| (02) | Explain the methods of counteracting CTM with hydraulics, bias springs, and balance masses. | X | X | X | ||||||||
| 082 05 01 03 | Coning angle in the hover | |||||||||||
| (01) | Define the tip path plane and the coning angle. | X | X | X | ||||||||
| (02) | Show how the equilibrium of the moments about the flapping hinge of lift (thrust) and of the centrifugal force determine the coning angle of the blade (the blade mass being negligible). | X | X | X | ||||||||
| (03) | Justify the lower limit of rotor rpm. | X | X | X | ||||||||
| (04) | Explain the effect of the mass of a blade on the tip path and the tracking. | X | X | X | ||||||||
| 082 05 02 00 | Flapping angles of the blade in forward flight | |||||||||||
| 082 05 02 01 | Forces on the blade in forward flight without cyclic feathering | |||||||||||
| (01) | Assume rigid attachments of the blade to the hub and show the periodic lift, moment and stresses on the attachment, the ensuing metal fatigue, the roll moment on the helicopter, and justify the necessity for a flapping hinge. | X | X | X | ||||||||
| (02) | Assume no cyclic pitch and describe the lift on the advancing and retreating blades. | X | X | X | ||||||||
| (03) | State the azimuthal phase lag (90° or less) between the input (applied pitch) and the output (flapping angle). Explain flapback (the rearward tilting of the tip path plane and total rotor thrust). | X | X | X | ||||||||
| 082 05 02 02 | Cyclic pitch (feathering) in forward flight | |||||||||||
| (01) | Show that in order to assume and maintain forward flight, the total rotor thrust vector must obtain a forward component by tilting the tip path plane. | X | X | X | ||||||||
| (02) | Show how the applied cyclic pitch modifies the lift on the advancing and retreating blades and produces the required forward tilting of the tip path plane and the total rotor thrust. | X | X | X | ||||||||
| (03) | Show the cone described by the blades and define the virtual axis of rotation. Define the plane of rotation. | X | X | X | ||||||||
| (04) | Define the reference system in which the movements are defined: the shaft axis and the hub plane. | X | X | X | ||||||||
| (05) | Describe the swash plates, the pitch links and horns. Explain how the collective lever moves the non-rotating swash plate up or down the shaft axis. | X | X | X | ||||||||
| (06) | Describe the mechanism by which the desired cyclic blade pitch can be produced by tilting the swash plate with the cyclic stick. | X | X | X | ||||||||
| (07) | Explain the translational lift effect when the speed increases. | X | X | X | ||||||||
| (08) | X | Justify the increase of the tilt angle of the thrust vector and of the disc in order to increase the speed. | X | X | X | |||||||
| 082 05 03 00 | Blade-lag motion in forward flight | |||||||||||
| 082 05 03 01 | Forces on the blade in the disc plane (tip path plane) in forward flight | |||||||||||
| (01) | Explain the Coriolis force due to flapping, the resulting periodic moments in the hub plane, and the resulting periodic stresses which make lead-lag hinges necessary to avoid material fatigue. | X | X | X | ||||||||
| (02) | Describe the profile drag forces on the blade elements and the periodic variation of these forces. | X | X | X | ||||||||
| 082 05 03 02 | Intentionally left blank | |||||||||||
| 082 05 03 03 | Ground resonance | |||||||||||
| (01) | Explain the movement of the CG of the blades due to lead-lag movements in the multi-bladed rotor. | X | X | X | ||||||||
| (02) | Show the effect on the fuselage and the danger of resonance between this force and the fuselage and undercarriage when the gear touches the ground. | X | X | X | ||||||||
| 082 05 04 00 | Rotor systems | |||||||||||
| 082 05 04 01 | See-saw or teetering rotor | |||||||||||
| (01) | Explain that a teetering rotor is prone to mast bumping in low-G situations, and that it is difficult to counteract because there is no lift force to provide sideways movement. | X | X | X | ||||||||
| 082 05 04 02 | Intentionally left blank | |||||||||||
| 082 05 04 03 | Hingeless rotor, bearingless rotor | |||||||||||
| (01) | Show the forces on the flapping hinges with a large offset (virtual hinge) and the resulting moments, and compare them with other rotor systems. | X | X | X | ||||||||
| 082 05 05 00 | Blade sailing | |||||||||||
| 082 05 05 01 | Blade sailing and causes | |||||||||||
| (01) | Define blade sailing, the influence of low rotor rpm and of a headwind. | X | X | X | ||||||||
| 082 05 05 02 | Minimising the danger | |||||||||||
| (01) | Describe actions that minimise danger and the demonstrated wind envelope for engaging and disengaging rotors. | X | X | X | ||||||||
| 082 05 05 03 | Droop stops | |||||||||||
| (01) | Explain the purpose of droop stops, and their retraction. | X | X | X | ||||||||
| 082 05 06 00 | Vibrations due to main rotor | |||||||||||
| 082 05 06 01 | Intentionally left blank | |||||||||||
| 082 05 06 02 | Intentionally left blank | |||||||||||
| 082 06 00 00 | TAIL ROTORS | |||||||||||
| 082 06 01 00 | Conventional tail rotor | |||||||||||
| 082 06 01 01 | Intentionally left blank | |||||||||||
| 082 06 01 02 | Tail-rotor aerodynamics | |||||||||||
| (01) | Explain the airflow around the blades in the hover and in forward flight, and the effects of the tip speeds on noise production and compressibility. | X | X | X | ||||||||
| (02) | Explain the effect of wind on tail-rotor aerodynamics and thrust in the hover, and any problems. | X | X | X | ||||||||
| (03) | Explain tail-rotor thrust and the control through pitch alterations (feathering). | X | X | X | ||||||||
| (04) | Explain tail-rotor flapback, and the effects of Delta 3. | X | X | X | ||||||||
| (05) | Describe the roll moment and drift as side effects of the tail rotor. | X | X | X | ||||||||
| (06) | Explain the effects of tail-rotor failure. | X | X | X | ||||||||
| (07) | Explain the loss of tail-rotor effectiveness (LTE), tail-rotor vortex-ring state, causes, crosswind, and yaw speed. | X | X | X | ||||||||
| 082 06 01 03 | Strakes on the tail boom | |||||||||||
| (01) | Describe the strake and explain its function. | X | X | X | ||||||||
| 082 07 00 00 | EQUILIBRIUM, STABILITY AND CONTROL | |||||||||||
| 082 07 01 00 | Equilibrium and helicopter attitudes | |||||||||||
| 082 07 01 01 | Hover | |||||||||||
| (01) | Explain why the vector sum of forces and moments must be zero in any acceleration-free situation. | X | X | X | ||||||||
| (02) | Indicate the forces and the moments about the lateral axis in a steady hover. | X | X | X | ||||||||
| (03) | Indicate the forces and the moments about the longitudinal axis in a steady hover. | X | X | X | ||||||||
| (04) | Deduce how the roll angle in a steady hover without wind results from the moments about the longitudinal axis. | X | X | X | ||||||||
| (05) | Explain how the cyclic is used to equalise moments about the lateral axis in a steady hover. | X | X | X | ||||||||
| (06) | Explain the consequence of the cyclic stick reaching its forward or aft limit during an attempt to take off to the hover. | X | X | X | ||||||||
| (07) | Explain the influence of density altitude on the equilibrium of forces and moments in a steady hover. | X | X | X | ||||||||
| 082 07 01 02 | Forward flight | |||||||||||
| (01) | Explain why the vector sum of forces and of moments must be zero in unaccelerated flight. | X | X | X | ||||||||
| (02) | Indicate the forces and the moments about the lateral axis in steady straight and level flight. | X | X | X | ||||||||
| (03) | Explain the influence of AUM on the forces and moments about the lateral axis in forward flight. | X | X | X | ||||||||
| (04) | Explain the influence of the CG position on the forces and moments about the lateral axis in forward flight. | X | X | X | ||||||||
| (05) | Explain the role of the cyclic stick position in creating equilibrium of forces and moments about the lateral axis in forward flight. | X | X | X | ||||||||
| (06) | Explain how forward speed influences the fuselage attitude. | X | X | X | ||||||||
| (07) | Describe and explain the inflow roll effect. | X | X | X | ||||||||
| 082 07 02 00 | Stability | |||||||||||
| 082 07 02 01 | Static longitudinal, roll and directional stability | |||||||||||
| (01) | Define static stability; give an example of static stability and of static instability. | X | X | X | ||||||||
| (02) | Explain the contribution of the main rotor to speed stability. | X | X | X | ||||||||
| (03) | Describe the influence of the horizontal stabiliser on static longitudinal stability. | X | X | X | ||||||||
| (04) | Explain the effect of hinge offset on static stability. | X | X | X | ||||||||
| (05) | Describe the influence of the tail rotor on static directional stability. | X | X | X | ||||||||
| (06) | Describe the influence of the vertical stabiliser on static directional stability. | X | X | X | ||||||||
| (07) | Explain the influence of the main rotor on static roll stability. | X | X | X | ||||||||
| (08) | Describe the influence of the longitudinal position of the CG on static longitudinal stability. | X | X | X | ||||||||
| 082 07 02 02 | Static stability in the hover | |||||||||||
| (01) | Describe the initial movements of a hovering helicopter after the occurrence of a horizontal gust. | X | X | X | ||||||||
| 082 07 02 03 | Dynamic stability | |||||||||||
| (01) | Define dynamic stability; give an example of dynamic stability and of dynamic instability. | X | X | X | ||||||||
| (02) | Explain why static stability is a precondition for dynamic stability. | X | X | X | ||||||||
| 082 07 02 04 | Longitudinal stability | |||||||||||
| (01) | Explain the individual contributions of α and speed stability together with the stabiliser and fuselage to dynamic longitudinal stability. | X | X | X | ||||||||
| 082 07 02 05 | Roll stability and directional stability | |||||||||||
| (01) | Know that a large static roll stability together with a small directional stability may lead to a Dutch roll. | X | X | X | ||||||||
| 082 07 03 00 | Control | |||||||||||
| 082 07 03 01 | Manoeuvre stability | |||||||||||
| (01) | Explain how helicopter control can be limited because of available stick travel. | X | X | X | ||||||||
| (02) | Explain how the CG position influences the remaining stick travel. | X | X | X | ||||||||
| 082 07 03 02 | Control power | |||||||||||
| (01) | Explain the meaning of the control moment. | X | X | X | ||||||||
| (02) | Explain the importance of the CG position on the control moment. | X | X | X | ||||||||
| (03) | Explain the influence of hinge offset on controllability. | X | X | X | ||||||||
| 082 07 03 03 | Static and dynamic rollover | |||||||||||
| (01) | Explain the mechanism which causes dynamic rollover. | X | X | X | ||||||||
| (02) | Explain the required pilot action when dynamic rollover is starting to develop. | X | X | X | ||||||||
| 082 08 00 00 | HELICOPTER FLIGHT MECHANICS | |||||||||||
| 082 08 01 00 | Flight limits | |||||||||||
| 082 08 01 01 | Hover and vertical flight | |||||||||||
| (01) | Show the power required for HOGE and HIGE, and the power available. | X | X | X | ||||||||
| (02) | Explain the effects of AUM, ambient temperature and pressure, density altitude, and moisture. | X | X | X | ||||||||
| (03) | Describe the rate of climb in a vertical flight. | X | X | X | ||||||||
| 082 08 01 02 | Forward flight | |||||||||||
| (01) | Compare the power required and the power available as a function of speed in straight and level flight. | X | X | X | ||||||||
| (02) | Define the maximum speed limited by power and the value relative to VNE and VNO. | X | X | X | ||||||||
| (03) | Use the power graph to determine the speeds of maximum rate of climb and the maximum angle of climb. | X | X | X | ||||||||
| (04) | Use the power graph to define true airspeed (TAS) for maximum range and maximum endurance, and consider the case of piston engine and turbine engine. Explain the effects of tailwind or headwind on the speed for maximum range. | X | X | X | ||||||||
| (05) | Explain the effects of AUM, pressure and temperature, density altitude, and humidity. | X | X | X | ||||||||
| 082 08 01 03 | Manoeuvring | |||||||||||
| (01) | Define the load factor, the radius, and the rate of turn. | X | X | X | ||||||||
| (02) | Explain the relationship between the angle of bank, the airspeed and the radius of turn, and between the angle of bank and the load factor. | X | X | X | ||||||||
| (03) | Explain the influence of AUM, pressure and temperature, density altitude, and humidity. | X | X | X | ||||||||
| 082 08 02 00 | Special conditions | |||||||||||
| 082 08 02 01 | Operating with limited power | |||||||||||
| (01) | Explain operations with limited power, use the power graph to show the limitations on vertical and level flight, and describe power checks and procedures for take-off and landing. | X | X | X | ||||||||
| (02) | Describe manoeuvres with limited power. | X | X | X | ||||||||
| 082 08 02 02 | Overpitch, overtorque | |||||||||||
| (01) | Describe overpitching and show the consequences. | X | X | X | ||||||||
| (02) | Describe situations likely to lead to overpitching. | X | X | X | ||||||||
| (03) | Describe overtorquing and show the consequences. | X | X | X | ||||||||
| (04) | Describe situations likely to lead to overtorquing. | X | X | X | ||||||||
IR — Regulation (EU) No 1178/2011 · ED Decision 2020/018/R · Aircrew Easy Access Rules · EAR revision 25 Nov 2025