Heading (navigation)

This wind triangle shows a jet airliner's heading towards point B (HDG, in black; TAS=True Air Speed) and its course towards C (TR, track, in blue; GS=Ground Speed). The drift angle (shaded red) is due to the wind velocity (W/V, in green).

In navigation, the heading of a vessel or aircraft is the compass direction in which the craft's bow or nose is pointed. Note that the heading may not necessarily be the direction that the vehicle actually travels, which is known as its course.[a] Any difference between the heading and course is due to the motion of the underlying medium, the air or water, or other effects like skidding or slipping. The difference is known as the drift, and can be determined by the wind triangle. At least seven ways to measure the heading of a vehicle have been described.[1] Heading is typically based on cardinal directions, so 0° (or 360°) indicates a direction toward true north, 90° true east, 180° true south, and 270° true west.[1]

TVMDC

Heading and track (A to B)
1 - True North
2 - Heading, the direction the vessel is "pointing towards"
3 - Magnetic north, which differs from true north by the magnetic variation.
4 - Compass north, including a two-part error; the magnetic variation (6) and the ship's own magnetic field (5)
5 - Magnetic deviation, caused by vessel's magnetic field.
6 - Magnetic variation, caused by variations in Earth's magnetic field.
7 - Compass heading or compass course, before correction for magnetic deviation or magnetic variation.
8 - Magnetic heading, the compass heading corrected for magnetic deviation but not magnetic variation; thus, the heading reliative to magnetic north.
9, 10 - Effects of crosswind and tidal current, causing the vessel's track to differ from its heading.
A, B - Vessel's track.

TVMDC,AW is a mnemonic for converting from true heading, to magnetic and compass headings. TVMDC is a mnemonic initialism for true heading, variation, magnetic heading, deviation, compass heading, add westerly. The most common use of the TVMDC method is deriving compass courses during nautical navigation from maps. The inverse correction from compass heading to true heading is "CDMVTAE", with compass heading, deviation, magnetic heading, variation, true heading, add easterly The most common use of the CDMVTAE rule is to convert compass headings to map headings.

Background

The Geographic North Pole around which the Earth rotates is not in exactly the same position as the Magnetic North Pole. From any position on the globe, a direction can be determined to either the Geographic North Pole or to the Magnetic North Pole. These directions are expressed in degrees from 0–360°, and also fractions of a degree. The differences between these two directions at any point on the globe is magnetic variation (also known as magnetic declination, but for the purposes of the mnemonic, the term 'variation' is preferred). When a compass is installed in a vehicle or vessel, local anomalies of the vessel can introduce error into the direction that the compass points. The difference between the local Magnetic North and the direction that the compass indicates as north is known as magnetic deviation.

Determine variation in North America

Magnetic variation (also known as magnetic declination) is different depending on the geographic position on the globe. The Magnetic North Pole is currently in Northern Canada and is moving generally south. A straight line can be drawn from the Geographic North Pole, down to the Magnetic North Pole and then continued straight down to the equator. This line is known as the agonic line, and the line is also moving. In the year 1900, the agonic line passed roughly through Detroit and then was east of Florida. It currently passes roughly west of Chicago, IL, and through New Orleans, LA. If a navigator is located on the agonic line, then variation is zero: the Magnetic North Pole and the Geographic North Pole appear to be directly in line with each other. If a navigator is east of the agonic line, then the variation is westward; magnetic north appears slightly west of the Geographic North Pole. If a navigator is west of the agonic line, then the variation is eastward; the Magnetic North Pole appears to the east of the Geographic North Pole. The farther the navigator is from the agonic line, the greater the variation. The local magnetic variation is indicated on NOAA nautical charts at the center of the compass rose. The magnetic variation is indicated along with the year of that variation. The annual increase or decrease of the variation is also usually indicated, so that the variation for the current year can be calculated.

Determine deviation

A compass installed in a vehicle or vessel has a certain amount of error caused by the magnetic properties of the vessel. This error is known as compass deviation. The magnitude of the compass deviation varies greatly depending upon the local anomalies created by the vessel. A fiberglass recreational vessel will generally have much less compass deviation than a steel-hulled vessel. Electrical wires carrying current have a small magnetic field around them and can cause deviation. Any type of magnet, such as found in a speaker can also cause large magnitudes of compass deviation. The error can be corrected using a deviation table. Deviation tables are very difficult to create. Once a deviation table is established, it is only good for that particular vessel, with that particular configuration. If electrical wires are moved or anything else magnetic (speakers, electric motors, etc.) are moved, the deviation table will change. All deviations in the deviation table are indicated west or east. If the compass is pointing west of the Magnetic North Pole, then the deviation is westward. If the compass is pointing east of the Magnetic North Pole, then the deviation is eastward.

Formula

Calculating TVMDC is done with simple arithmetic. First arrange the values vertically:

  • True
  • Variation
  • Magnetic
  • Deviation
  • Compass

The formula is always added moving down, and subtracted when moving up. The most complicated part is determining if the values are positive or negative. The True, Magnetic, and Compass values are directions on the compass, they must always be a positive number between 0–360. Variation and Deviation can be positive or negative. If either Variation or Deviation is westward, then the values are entered into the equation as positive. If the Variation or Deviation is eastward, then the values are entered into the formula as a negative. Some use the mnemonic: True Virgins Make Dull Companions - Going downward Add Whiskey (or West). An alternative, working the opposite direction: Can Dead Men Vote Twice.

Examples

True course is 120°, the Variation is 5° West, and the Deviation is 1° West.

  • T: 120°
  • V: +5°
  • M: 125°
  • D: +1°
  • C: 126°

Therefore, to achieve a true course of 120°, one should follow a compass heading of 126°.

True course is 120°, the Variation is 5° East and the Deviation is 1° East.

  • T: 120°
  • V: −5°
  • M: 115°
  • D: −1°
  • C: 114°

True course is 035°, the Variation is 4° West and the Deviation is 1° East.

  • T: 035°
  • V: +4°
  • M: 039°
  • D: −1°
  • C: 038°

True course is 306°, the Variation is 4° East and the Deviation is 11° West.

  • T: 306°
  • V: −4°
  • M: 302°
  • D: +11°
  • C: 313°

Reverse

The formula can also be calculated in reverse. The formula is subtracted when moving up.

Compass course is 093°, the Deviation is 4° West and the Variation is 3° West.

  • T: 086°
  • V: -3°
  • M: 089°
  • D: -4°
  • C: 093°

Thus, when following a compass course of 093°, the true course is 086°.

CDMVT

Aviation: CDMVT Can Dead Man Vote Twice: Mnemonic. Easy way to calculate compass magnetic or true north is maintaining the original signs for variation and deviation (+ for east and -for west): C+(Var)= M+(Dev)= T / T-(Dev)= M-(Var)= C

See also

Note

  1. ^ Nor its track, which is the path that the vessel traces.

References

  1. ^ a b Gade, Kenneth (2016). "The Seven Ways to Find Heading" (PDF). Journal of Navigation. 69 (5). Cambridge University Press: 955–70. doi:10.1017/S0373463316000096. S2CID 53587934.

Bibliography

Read other articles:

Fabinho Fabinho playing for Liverpool in 2018Informasi pribadiNama lengkap Fábio Henrique Tavares[1]Tanggal lahir 23 Oktober 1993 (umur 30)[2]Tempat lahir Campinas, Brazil[3]Tinggi 188 m (616 ft 10 in)[4]Posisi bermain Defensive midfielderInformasi klubKlub saat ini Al IttihadNomor 3Karier junior0000–2012 FluminenseKarier senior*Tahun Tim Tampil (Gol)2012 Fluminense 0 (0)2012–2015 Rio Ave 0 (0)2012–2013 → Real Madrid Castilla (loan...

 

Hari Orang Muda Sedunia 2027LokasiSeoul  Korea SelatanJenisFestival pemudaPenyelenggaraGereja Katolik RomaPeserta/Pihak terlibat(diharapkan) Paus FransiskusSebelumnya2023 Portugal Hari Orang Muda Sedunia 2027 adalah festival pemuda Katolik internasional yang akan diadakan di Seoul, Korea Selatan. Festival ini diumumkan pada Misa penutupan Hari Orang Muda Sedunia 2023 di Lisbon, Portugal, oleh Bapa Suci Paus Fransiskus. Hari Orang Muda Sedunia 2027 di Seoul akan menjadi perayaan Hari Oran...

 

Pour les articles homonymes, voir Spies. August SpiesPhotographie d'August Spies (1886).BiographieNaissance 10 décembre 1855Burg Landeck (Rhön) (d)Décès 11 novembre 1887 (à 31 ans)ChicagoSépulture Haymarket Martyrs' MonumentNom de naissance August Vincent Theodore SpiesNationalité américaineActivités Éditeur, syndicaliste, écrivain, journaliste, homme politiqueAutres informationsCondamné pour Meurtremodifier - modifier le code - modifier Wikidata Le 11 novembre 1887, à Chic...

Lihat juga Nièvre (anak sungai Somme) Lambang departemen Nièvre ialah sebuah departemen di tengah Prancis yang dinamai menurut Sungai Nièvre. Sejarah Nièvre ialah salah satu dari 83 departemen yang tercipta selama Revolusi Prancis pada 4 Maret 1790. Diciptakan dari bekas provinsi Nivernais. Geografi Nièvre ialah bagian dari region Bourgogne masa kini, meski dahulu bukanlah bagian provinsi Burgundia, dan dikelilingi oleh departemen Yonne, Côte-d'Or, Saône-et-Loire, Allier, Cher, dan Loi...

 

Dried plum This article is about the dried fruit. For the trimming of fruit tree branches, see Fruit tree pruning. For pruning of trees and plants in general, see Pruning. For other uses, see Prune (disambiguation). Prunes Raw, fresh prune plums that have not been dried into prunes Dried plums (prunes), uncookedNutritional value per 100 g (3.5 oz)Energy1,006 kJ (240 kcal)Carbohydrates63.88 gSugars38.13 gDietary fiber7.1 g Fat0.38 g Protein2.18 g VitaminsQuantity %DV†Vita...

 

العلاقات الأوزبكستانية التشادية أوزبكستان تشاد   أوزبكستان   تشاد تعديل مصدري - تعديل   العلاقات الأوزبكستانية التشادية هي العلاقات الثنائية التي تجمع بين أوزبكستان وتشاد.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وج�...

Highest point in South Carolina, United States Sassafras MountainObservation tower on the summit of Sassafras MountainHighest pointElevation3,554 ft (1,083 m)[1]ListingU.S. state high point 29thCoordinates35°03′53″N 82°46′38″W / 35.0648371°N 82.7773552°W / 35.0648371; -82.7773552[2]GeographySassafras MountainPickens County, South Carolina / Transylvania County, North Carolina, United StatesShow map of South CarolinaSassafras M...

 

Jérémie MakieseBiographieNaissance 15 juin 2000 (23 ans)AnversNationalité belgeDomiciles Anvers, Dilbeek, Berchem-Sainte-Agathe, UccleActivités Chanteur, musicien, footballeurPériode d'activité depuis 2021Autres informationsSport FootballÉquipe Royal Excelsior VirtonLabel Universal MusicGenre artistique PopInfluencé par Damso, Stromae, Otis Redding, Michael Jacksonmodifier - modifier le code - modifier Wikidata Jérémie Makiese, né le 15 juin 2000 à Anvers, est un chanteur bel...

 

Questa voce sull'argomento piloti automobilistici statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Johnny Rutherford Nazionalità  Stati Uniti Automobilismo Categoria NASCAR, CART Carriera Carriera nella Champ Car Stagioni 1979-1994 Mondiali vinti 1 (1980) GP vinti 10 il campionato era allora denominato CART Carriera in NASCAR Cup Series Stagioni 1963-1988 Miglior risultato finale 33º (1981) GP disputati 35 Vittorie 1 Palmarès Trofe...

2022 single by Kygo featuring DNCE Dancing FeetSingle by Kygo featuring DNCEfrom the album Thrill of the Chase Released25 February 2022Length3:35LabelRCASongwriter(s) Kyrre Gørvell-Dahll David Stewart Rami Yacoub Jessica Agombar Producer(s) Kygo Stewart Kygo singles chronology Undeniable (2021) Dancing Feet (2022) Freeze (2022) DNCE singles chronology Hands Up(2018) Dancing Feet(2022) Move(2022) Music videoDancing Feet on YouTube Dancing Feet is a song by Norwegian record producer an...

 

Henggar Budi Anggoro Henggar Budi Anggoro (lahir 14 September 1971) adalah seorang birokrat Indonesia kelahiran Kendal. Ia merupakan alumni jurusan teknik sipil Universitas Diponegoro Semarang angkatan 1990. Pada 1997, ia berkecimpung di bidang perhubungan dengan masuk ke Departemen Perhubungan Republik Indonesia dengan penempatan di Kantor Wilayah (Kanwil) Sulawesi Selatan. Pada 1999, ia menempuh pendidikan S-2 di jurusan magister transportasi Institut Teknologi Bandung (ITB). Ia sempat menj...

 

Election December 1825 Boston mayoral election ← April 1825 December 12, 1825 1826 →   Candidate Josiah Quincy III Popular vote 1,202 Percentage 86.16% Mayor before election Josiah Quincy III Federalist Elected Mayor Josiah Quincy III Federalist Elections in Massachusetts General 1942 1944 1946 1948 1950 1952 1954 1956 1958 1960 1962 1964 1966 1970 1974 1978 1982 1986 1990 1994 1998 2002 2006 2008 2010 2012 2014 2016 2018 2020 2022 Federal government U.S. Presi...

جامع قمرية مئذنة جامع قَمَرية، أبريل 2021 معلومات عامة القرية أو المدينة بغداد/ الكرخ الدولة العراق تاريخ بدء البناء 626 هـ/1228م المواصفات المساحة 2000م2 عدد المصلين 400 عدد المآذن 1 عدد القباب 6 التفاصيل التقنية المواد المستخدمة الطابوق التصميم والإنشاء النمط المعماري إسلامية ال...

 

PT Bank Shinhan IndonesiaJenisJasa keuangan/publikPendahuluBank Umum Persatuan Tenaga EkonomiCentratama Nasional BankDidirikanJakarta, Indonesia (1967)KantorpusatInternational FInancial Center, Jakarta, IndonesiaTokohkunciHwang Dae Geu (Presiden Direktur)Situs webwww.shinhan.co.id Bank Shinhan Indonesia adalah salah satu Bank yang berdiri sejak 1967 dan berkantor pusat di Jakarta. Sejak berdiri, perusahaan beberapa kali berganti nama. Awalnya perusahaan bernama Central Sumatra Djawa Bank Ltd ...

 

Ираклеониты — ученики гностика Ираклеона (II век). Упоминаются как особая секта Епифанием и Августином; при крещении и миропомазании они соблюдали обряд помазания елеем и при этом произносили воззвания на арамейском языке, которые должны были освободить душу от власт�...

Academy in Wisbech, Cambridgeshire, EnglandThomas Clarkson AcademyAddressCorporation RoadWisbech, Cambridgeshire, PE13 2SEEnglandCoordinates52°39′19″N 0°09′50″E / 52.65518°N 0.16402°E / 52.65518; 0.16402InformationTypeAcademyEstablishedJune 2012[1]TrustBrooke Weston TrustDepartment for Education URN137867 TablesOfstedReportsPrincipalRichard ScottGenderMixedAge11 to 18Enrolment1220Capacity1400Websitewww.thomasclarksonacademy.org 3km2miles Thomas...

 

Japanese manga series and its adaptation This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (July 2012) (Learn how and when to remove this message) This article needs additional citations for verification. Pleas...

 

Cet article est une ébauche concernant une station de métro et Londres. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Northfields Entrée de la station. Localisation Pays Royaume-Uni Ville Londres Borough de Londres Ealing Quartier Northfields (en) Coordonnéesgéographiques 51° 29′ 58″ nord, 0° 18′ 51″ ouest Géolocalisation sur la carte : Grand Londres Cara...

西維珍尼亞 美國联邦州State of West Virginia 州旗州徽綽號:豪华之州地图中高亮部分为西維珍尼亞坐标:37°10'N-40°40'N, 77°40'W-82°40'W国家 美國加入聯邦1863年6月20日(第35个加入联邦)首府(最大城市)查爾斯頓政府 • 州长(英语:List of Governors of {{{Name}}}]]) • 副州长(英语:List of lieutenant governors of {{{Name}}}]])吉姆·賈斯蒂斯(R)米奇·卡邁克爾(...

 

2005 single by Madonna This article is about the Madonna song. For other topics, see Hung Up (disambiguation). Hung UpSingle by Madonnafrom the album Confessions on a Dance Floor ReleasedOctober 18, 2005Recorded2005Genre Dance-pop disco nu-disco electro Length 5:37 (album version) 3:23 (radio edit) LabelWarner Bros.Songwriter(s) Madonna Stuart Price Benny Andersson Björn Ulvaeus Producer(s) Madonna Stuart Price Madonna singles chronology Love Profusion (2003) Hung Up (2005) Sorry (2006) Musi...