IFR Instrument Navigation

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    INSTRUMENT NAVIGATION

    IFR Navigation Charts

    [0Chart back page

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    UNICATION FREQUENCIES

    irHEER

    PAC CABLE 26.7 SHOULD BE CONTINUOUSLY MO\ TOED

    IN UNCONTRCLLEJ AIRSPACE AND WHE\ VF \ CON

    — ROLLED ARSPACE

    UNLESS ANOHER REQUENCY IS NICRE A

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    AREA CONTROL C.E\TRES and TERMINAL C.O\R0 U\S

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    There are three types ofTFR Charts:

    1) Terminal

    Charts,

    wh ich provide radio navigation data for some of the

    busier airports (quite similar

    to

    VTAs; 2) Ei2route Tow Altitude Charts, wh ich provide radio navigation data

    for the en route portion of flights,

    u p

    to, but not including 18000' ASL, and.

    3) .Enroute High Altitude

    Chaf

    ts.

    wh ich provide similar data for the airspace at FL I 80 and above.

    LE Charts are Lambert Conformal Conic Projection

    charts,

    and are similar to VN C Ch arts in that a straight

    line on an L E represent a great circle route.

    Communication

    On backpage of the L E are two blocks ofiniormalion, the lirsi concerning the VHF Ircqacncics assigicd to

    each oldie n'ijor airports on the chart with control towers (including .\TIS, T ower and Ground Frequencies),

    and the second concerning the ,rca Control Centre and Terminal C ontrol VHF frcquencies including

    peripheral station radio Jequencies

    On the chart itsell the name oitbe applicable Area Control Centre

     

    as well is the PAL ftequencs, are

    I

    entified using a boxed RrmaL Th e PAL box on the right shows

    that

    Vancouver Centre can be conlac L ed

    On

    1340MFE'., aswell38l.4MHz, (UHF).

    PAL

    VAN COUVFR

    134.0

    81..

    Scale

    The scale of

    he

    L B C harts vary—in the above example, tbr instance,

    the

    upper le±t and right corners of the

    back page show that LO 2 provides a scale of 18 NM per U', while LO us scaled

    at

    20 NM

    to 1 .

    This

    variation in scale, however, is of little consequence, since all distances along airways between navigation aids

    and betweei intersections are published on the chart. In tho case that a n'asuremeiit is

    r eqnir ed—for exaniple

    between a n avigatioii aid aixi an airport—a scale b ar that appears at the top and bottom of the chart can be

    used. Simply mark the distance on the edge of a scrap piece of paper and then position the paper next to the

    scale to read the d istance.

    Airspace

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    N ote carelii]ly the L egend that appears or LE charts Or

    the hottoiii tight-hand corner oFthe L egend—tinder

    fVhsTcellaneous—we

    are told that all

    green-shaded dT&(1S

    oI'the Ch art indic ncontrolled airspace below

    18000' ASL, while the

    white areas indicate coiitrolkd airspace

    below

    t f i L6

    altitude, including L ow L evel

    A irways. arid Transition Areas. Th e Ch art ftirL her deh neles areas wh ere coiiL rolled airspace exists

    above

    12500' AS T, (L ow L evel Airways and Control Area Rxinsions)—aU

    green areas pattened with white

    square (with green shade) /iatdng.

    Finally, iiote under this section is the description of isogonic lines

    (darker green and (lashed). Note also the

    Area Minimum Altitudes (AMAs),

    which provides 2000'

    clearance over the obstacle within the quad rantat(establislied by degrees longitude and latitude).

    MOCA and MEA

    Perhaps the m ost important information on the bE for the 1 1 R pilot is the

    MOCA (Minimum Obstruct ion

    (1earance Al/it ude'i), wh ich is marked with an asterisk, and

    MEA (Minimum E n Rou te Altitudes), which lack

    an asterisk (sec depiction below).

    M E A

    0

    0

    MOCA

    To-.al I4rV bet'ieen

    Chart

    radio

    cI cIor

    .r)rr1[)I I IiC

    depictions for

    airways B12

    green shade)

    and V334

    The MOCA

    provides on altitude above sea level in ejiecl between radio fixes on low level afrwavs or air

    w

    outes that meet the JFk obsruciion clearwe requirement /r the route segrneni.j Importantly,

    tI

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    11'R. obstruction clearance rcquircniit varies with whctlr or not an airway or air route is located inside or

    outside a Designated Mountainous Area (DMA).

    Outside the

    DMAs, the MOCA provides 1000'

    clearance over the h ighest obstacle within

    5 N M of the aircraft; inside DM A s 2, 3, and 4, this clearance

    increases to 1500', and in

    DMAs 1 and

    5

    this clearance increases to 2000.

    In contrast, the IvthA provides an altitude above sea level between specified fixes on aThvays or air

    routes that assures acceptable navigational coverage, and which meets the liY? obstruction clearance

    requirernents.

    Accordingly. MI.A w ill always be higher than MO CA .

    Also note that VHF /UHF airways are depicted in black ink, while L1/MI' airways are i n green. You will not

    have d ifficulty determining the proper od d/even altitude to fly as the even altitude direction associated with

    an

    airway is indicated by the

    pointed end

    olihc airway identilicatioti box .

    Th e Following show the relationship between M EA and M O CA as they are applied to airway segtmnts:

    M E A

    and MOCA based ort

    liltrfl:

    i:IiteS

    ---------------------

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    EAndMOCA

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    ssdcrinav1tron

    facilities r>es

    nd

    -----------------------

    N

    .....

    ••.•••.•••.••••••••I.•••.•••.•••••••••••••.•

    ........................

    •••••••••••••••••.•••••••••••••••••••••

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    N ote that each of the Fixes d epicted above w ill actually appear as an intersection on the L E chart, including the

    means by w hich th e intersection is determined— i.e., DM E, a radial or hearing from a neigh bouring radio aid.

    Minimum Reception Altitude

    The TvThum urn Reception Alti tude

    (MRA) should not get confiised with the

    MOCA and the

    MEA,

    While the

    latter provides obstruction clearance data, the MR A o nly provides reception altitude guidance for published

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    intersections. Specifically, the MR A is provided for specific Vi 11'/L i

    11'

    intersections and specifics

    the lowest

    altitude above sea level at which acceptable navigational signal coverage is received to determine the

    intersection.

    Tw o intersections arc depicted Mow -1(onch and Kanoo Intersections. Ihey share the

    saiir IVII(A (14000'

    A SL ). N ote that th e co-ordinates for the intcrscctioiis are provided, as is the rad ial, idcnthicr, and frequency

    for the VU R used to establish the positions.

    I

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    MPA

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    Radio Aids, Distance and Course Data

    All radio Aids—L e., ND B, VOR , VOR TA C— are orientated to magneticnorth

    in

    the

    Southern Domestic

    Airspace and

    true north in

    the

    Northern Domestic Airspace.

    While the azimuths are correctly positioned,

    other navigation aid symbols may be po sitioned for sake of clarity.

    lhc radio aid, distance and course data for the airway V i 12 between Calgary VO RI'AC and C ranbrook

    VO R is examined in detail below. N ote that the actual distances between sinboL s arc only approxinttcd for

    the sake of clarity.

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    Navigation and Communication Data Boxes

    The radio aid data boxes are virtually identical to the pattern wed on VFR charts. A

    heavy line

    around the

    navigation aid dal.a box indicates the fciLl.y is co-located willi FSS. Tn the case

    a thin-lined

    box, FSS is not

    co-located with the iàciliiy. Remote FSS communication equipment is established at rrrany radio aid sites, and

    these are indicated by the appearance of a

    sub-box

    below the navigation aid data box.

    Standard frequencies-126.7, 121.5, and 243 :tvHlz—are available for contacting FSS where FSS is cc-

    located at the radio aid facility (heavy lird data boxes), unless otherwise noted. Additional frequencies used

    by FSS will be published above the data box, but note that the standard frequencies will not appear here—

    instead, it is implied that they are usable. If any of the standard frcqucncies are not available, they will be

    shown with a line through them. N ote that the standard frequencies do not apply to thin-lined data boxes

    showing reniote I'S S communication; in these cases, only the frequencies published above the data boxes can

    be used,

    Below appear three varieties.

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    Airport Data

    h e erodrome and erodromc Data depiction on L FR charts are conventional, arid d o not vary substantially

    for VF Rcliart relèrences. Importantly, howev er, airports with

    published Inst rurneiu approach

    procedures

    are displayed in

    black ink.

    Changeover Points

    Nomially the radio aid uscd for tracking an airway is changed between the anch oring facilities at the half-way

    ,mrk. W here this changeover point is diffcrcnt, it is niarkcd as indicated bckw.. En route from VO R

    A

    to

    VO R B, the VO R A is selected until the 102-N M m ark is reached, and then VU R B is selected,

    ADF, VOR, and GPS Navigat ion Procedures

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      el

    The CPS Waypoint quacrants for the 010 Track, as

    viewed frrm a properly orienLed aircraft

    o n

    Homing and Tracking

    To home to a VOR station or GPS waypoini:

    tune and identify the V O R station or (}PS wayp oint;

    centre the CDT

    with ()BS

    that provide a "to" indication;

    fly a h eading to rnahii.ain the track— if theCDI migrates icli, you are to th e right of track; if the C DI

    migrates righ t, you are to th e ic ft o ['track.

    To ilitercepi apre-determined track using VOR or GPS waypaint

    tune and identify the VO R station or GPS vvaypoint;

    • scicct the track desired using the O RS ;

    orient the aircraft so iliat the desired track to or Iorn the VOR or G P S waypont is the same as the

    airTa1ts bead ing (paralleling the track);

    • note wheth er the VO R or G PS w aypoint is ahead oll- he lal.eral axis o['the aireralt (indicated by

    a

    "to"

    indica(ion), or behind th e lateral axis (indiealed by a 'lrom" indica(ion);

    ilibe CDI is on the right oientre, add the desired wilercepl angle to the current onentaicd heading and

    fly the intercept; if the C DI is on left, subtract the d esired intercept ang1;

    wh en the C DI centres during th e intercept, alter course to im, intainthe desired track.

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    The NDB quadrants for the 030 Track, as

    viewed from a properly orientated aircraft

    03

    0

    To

    home to a station using ADF:

    • tune, idcnti1 and test the NDB;

    note the relative bcaring

    to

    the

    N

    DB and turn the aircrdi so that the rclativc bcariig is 360' (ic., the

    magnetic heading of the aircraft equaL s the magnetic bearing to the 1\t)B);

    fly to maintain a relative bearing of 360'.

    To intercept a pre-deterinined track using ADE:

    tune, idcntify, and test the N L )B;

    • orient the aircraft so that the d csircd track to or from the NDB iq the

    same as the aircraft's heading

    (paralleling the track);

    note wlictlicr the bearing indicator (the needle) is indicating right or left of the 1ongtudinal axis of the

    aircra Ii;

    • if the bearing indicator points to the right oflongii.udinal axis, add the desired intercept angle to the

    current orientated heading and fly the intercept; if the bearing indicator points to the right oflongitudinal

    axis, subtract the desired iiiercepi. ange;.

    • iFyou are intercepting a trackfrom the NDB, you slowly'pull the tail" o['the bearing indicator to nttc1i

    the intercept angle—wh en the tail "opens" to match your intercept angle,

    you

    are "on track" and should

    now L urn on course iF you are intercepting a L rack

    to

    the NUB, you slowly "push the head" o[the

    bearing indic(or to match the intercept angle—w hen lie tail "opens" to rnaleh lie intercept angle, again

    you are "on (Tack" trid should now turn on course.

    Th e irfiereept angles used are the sanie (unless otherw ise prescribed): a 45' angle is used w hen intercepting

    a

    track ti

    -

    urn a sL a(ion (radio navigation aid), and a 900

    angle is used w hen inlercepling a track to

    a

    slaLion.

    Orientation—Paralleling the Track

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    The key to intercepting a desired track is first paralleling the track. When you get comfortable with

    interceptions, you will start skipping this phase, but u ntil you get proficient at it, always parallel the track before

    you intercept it. By paralleling the track, you are ectivcFj orienting yourself and the aircraft to the ground

    transmitter or waypoint.

    Is it located in front of o r beh ind the airerafi2 is it located to the left or to the rir?

    W ith a VO R or (IPS waypoint, once the track is paralleled, the hifomtioii derived from the instrument

    display can be directly applied to your mental picture of your location—you are looking for the "F o" or

    1rom" indication to determine if it is ahead or behind, and you look for the needle deflection to determine W it

    is right or left. Consider the depiction below:

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    NavigationFormula

    Relative Bearing

    Magnetic bearing,

    sontirncs shnply referred to as

    bearing, denotes the horizontal irngtictic direction to or

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    from any p oint. If the mag netic bearing (or hearing) to a station is 27 0°, for example, this m eans that we are

    directly

    east of

    the station similarly, if our bearing to a station is 1 80c

    ,

    we are directlynorth.

    Relative bearing is the

    position of an object relative to the longitudinal axis of the aircrafl. If

    an object

    lies directly oft'the

    right wing of

    an aircraft, it would be considered to be at a relative bearing of 090'. If the

    aircraft is eastbound and an object is directly to the north of the aircraft, the o bject still remains at a relative

    bearing of 27 0°, even though the inagnel

    t: bearing

    is 360°.

    An aircraft is flying on a tmgnctie heading of 27 0', An A DF indicator shows a relative hearing to a local N DB

    as 010°. To proceed directly to the NDB, what magnetic heading would he flown?

    Here iF, the krnuh to he used:

    Magnetic Bearing = Magnetic Heading

    +

    Relative Bearing

    or,

    MB=MH RB

    MB =270

    I 010

    MB = 280

    10 fly to the N DB (or beaco n), the pilot would fly 280

    N ow, what would happen if the

    niagn elk heading and

    relative hearing,

    added togethcr.

    equalled a value

    greater than 360.

    The solution is straightlbnvard—s'imply take the sum and subtract 360. For example,

    an aircraft is flying a heading of 2 70

    0

    and the relative hearing to the station is 190'. What magnetic hearing

    should the pilot fly to proceed d irectly to the station?

    MB – MH+RB

    MB-

    70 + ISO

    MB –

    451)

    MB

    – (450 –360)

    MR

    = 090

    10 fly to the 1 . JiB (or beacon), the pilot wou ld

    fly

    090O .

    A similar variation on the formula can be encountered w hen d etermining the relative bearing. To establish

    relative bearing by itself on one side of the eq uation, simply sub tract Ml I from b oth sides:

    MB–MH+ RI)

    MB-MH–(MH+RB)-MH

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    1v1J3-M1I=RB or,

    I II II II

    O n occasion you will find that the

    magnetic hearing Ls greater than the aircrafi .c magnetic heading. A

    negative answer will not do, of course, but the solution is quite straight forward —cfinp1v add 36O' to the

    magnetic hearing.

    Here is an example: Th e aircraft's magnetic heading is 27 W

    ,

    and the m agnetic bearing to

    an N DE3 is 1

    hat is the relative bearing to the N

    Dif?

    RB - MB - MH

    RP - 10-27()

    RB - (180-360)-270

    RB = 540-270

    1113 = 270

    So, let's see if this uxikcs sense. T hc aircraft is flying

     

    westbound (i.c., from right to bft across your piece of

    paper). '1he magnetic bearing to the station is 180', so that would p u t

    the station below th e aircraft

    at

    the

    bottom ofth c page (i.e., the south). W hat wo uld be thc relative bearing of this station with respect to the nose

    of the aircrafl—ycs it would be directly off the left wing, or

    2700

    measured clockwise from the aircraft's

    longitudinal axis

    Time and Distance to Station

    Th ere are two lörmu las to lie aware o[w liicli allow a pilot to determine the

    time or distance

    to an NDB or

    YO R station. To use the lbrrnu la, the pilot must first he tracking directly

    to the

    station in question; then the

    aircraft is turned 90° frorri that heading to a perpendicular track. The pilot L hen notes the ch anges in L he

    bearing to the station and the am ount of urne required prod uce the bearing chan ge.

    Th e two equations are as Ibilows:

    Time (seconds) required for degrees or radials change

    Time to Station (minutes) =

    Number of degrees/radials changed

    I'AS x Time to station in (minutes)

    Distance to Station ([NM) =

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    60

    A pplying these formulas to VO R s, for example, let us assume that an aircraft is tracking inbound o n the 27 00

    Radial of a VOR. Fhc pilot wishes to know the aircraft's distance from the

    VOl? slatiün. To do this, the

    pilot then turns the aircraft to a head ing of 360"', and starts tinning After two minutes the pilot notes that the

    CDI has deflected I '/ dots—or what is three degrees. Here comes the math:

    129

    Time to Station (minutes) =

    Time to Station (minutes) = 40

    The arrali is 40 minutes from the VOR.

    Assuming that the airerafi travels at 120 KTS lAS, the pilot then wishes to estimte the distance of the aircraft

    fi-om the VOR. here we go:

    120x 40

    Distance to Station (NM)

    60

    Distance to Station (NM) =

    U

    Th c aircraft is 9 () N M from the VO R.

    N ow let ui apply tFese lhrwitilas to u.SC o['NDR s. Again the aircraft iF. tracking directly to an ND B and the

    pilot wishes to determine the exact time and distance required Iör station passage Using a fixed card ADF the

    pilot tL uns

    900

    W orn the course and notes that it takes 2 minutes lbr the relative hearing to the N DB to change

    from

    2700

    to 262'. Again, here comes the nttb: 120 seconds divided by 8 eqwils 1 5— the airerdit is

    IhereJjre 15 minutes Worn the NDB. Tithe TA o[the aircraf is 150 KTS,

    150

    is multiplied by 1

    5

    L o equal

    2250, arKi 2250 is divded by 60 L o equal 37 .5--the aircraft is ihereR,re

    37.5

    NM from the

    NDB.

    Track Measurement

    W hericvcr it is required to produce a qu ick measurement of csdniatcd cii route along an airway with a dogleg,

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    or a series o ['airways with dilrcrcnt tracks, an effective way

    to do th is is to "eyeball-estimate"

    an

    average

    track. When the average track is dctcrinincd, the forecast winds can be applied to dctcrrninc the average

    groundspccd and the total distance

    of the actual routing can be applied to the avcragc ground spced to

    determine th e total tinic on route.

    Here are sonic examples of average tracks

    References:

    AIM

    G L L N

    5.1 (Glossary of Aeronautical Terms)

    2 ibid.

    3 Unlike a VOR, the NDB signal is tested every tint a new NDB is selected. If the APP is equipped with a

    "test' hiaion, this is pressed and the bearing indicator will nioc to the 090'relative hearing position; ifthe

    A DF d oes not have a lest lcatL irc, move the liinclion scicetor switch W orn the AD F position to the AN T

    position (the ANT position removes the directional loop antenna" from the systern allowing only the non-

    directional "sense antenna" to receive the

    signal), and

    again the 090° relative bearing w ill be received.

    In lad, you do not add or subtract, but instead simply glance at

    t h e A D F rotating card and read the intercept

    beading—presui -

    ning, oftourse that you have "bugged" the orientttion heading.

    In

    the event ola Fixed card

    A DF , simply transpose the bearing indication onto the h eading indicator; as you turn to the intercept heading

    you should see the desired track under either the 45'or

    900

    marker on the h eading indicator.

    .This

    is quite tricky business and you should spend titne on the ground re-viewing this tail pulling" and "h ead

    push ing; on a scrap of paper—b ut of course it is best seen in the air.

    Mary Bar/ed a/er llarv Dad Roast IJeef or Mary 1/ad Roast Bee/—i4arv Bar/ed.