הגל (ביטאון)

שער הגל, יוני 1949

הַגָל הוא ביטאונה של אגודת חובבי הרדיו בישראל. הוא יוצא פעם בחודשיים, החל משנת 1949, ונערך על ידי מיכאל ברק. מטרתו של הביטאון, היא להעלות את הנושאים המעניינים והחשובים ביותר לחובבי הרדיו בישראל.

"הגל" עבר גלגולים רבים לאורך הזמן. בראשיתו של הביטאון, הוא היה עמוד קצר שנשלח לכל מנויי האגודה. בהמשך דרכו, הפך למוסף בביטאונים אחרים. נכון לעכשיו, הוא ביטאון העומד בזכות עצמו. הביטאון מכיל מאמרים בנושאים טכניים, סיפורים המעניינים חובבים בישראל, עדכונים מאגודת החובבים, רישומים של פגישות ודיונים שערכה האגודה.

הגל המשודר

הגל המשודר, היא מעין תוכנית רדיו, המשודרת בתדרי החובבים. התוכנית משודרת כל שבוע ביום שלישי, בשעה 19:30. היא נערכת על ידי פבלו רמי שטרנפלד, ומשודרת דרך ממסר תל אביב בתדר 145.775MHz. מבנהו של הגל המשודר, הוא קבוע ולא ממש אופייני לתוכניות רדיו[דרושה הבהרה].

ראו גם

קישורים חיצוניים

Read other articles:

Frederik Willem de Klerk(1990) Nama dalam bahasa asli(af) Frederik Willem de Klerk BiografiKelahiran18 Maret 1936 Johannesburg Kematian11 November 2021 (85 tahun)Kota Tanjung Penyebab kematianMesotelioma  1r Daftar Wakil Presiden Afrika Selatan 10 Mei 1994 – 30 Juni 1996 ← Alwyn Schlebusch (en) – Thabo Mbeki →  7è State President of South Africa (en) 15 Agustus 1989 – 10 Mei 1994 ← Pieter Willem Botha – Nelson M...

 

Bagian dari seriAgama Hindu Umat Sejarah Topik Sejarah Mitologi Kosmologi Dewa-Dewi Keyakinan Brahman Atman Karmaphala Samsara Moksa Ahimsa Purushartha Maya Filsafat Samkhya Yoga Mimamsa Nyaya Waisesika Wedanta Dwaita Adwaita Wisistadwaita Pustaka Weda Samhita Brāhmana Aranyaka Upanishad Wedangga Purana Itihasa Bhagawadgita Manusmerti Arthasastra Yogasutra Tantra Ritual Puja Meditasi Yoga Bhajan Upacara Mantra Murti Homa Perayaan Dipawali Nawaratri Siwaratri Holi Janmashtami Durgapuja Nyepi ...

 

This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Vusi Mahlasela – news · newspapers · books · scholar · JSTOR (April 2011) (Learn how and when to remove this template message) Vusi MahlaselaMahl...

In the BedroomPoster film In the BedroomSutradaraTodd FieldProduserTodd FieldRoss KatzGraham LeaderDitulis olehTodd FieldRobert FestingerBerdasarkanKillingsoleh Andre DubusPemeranTom WilkinsonSissy SpacekNick StahlMarisa TomeiPenata musikThomas NewmanSinematograferAntonio CalvachePenyuntingFrank ReynoldsPerusahaanproduksiGood MachineEastern Standard Film CompanyGreeneStreet FilmsDistributorMiramax FilmsTanggal rilis 19 Januari 2001 (2001-01-19) (Festival Film Sundance) 23 Novem...

 

House elections for the 3rd U.S. Congress 1792–93 United States House of Representatives elections ← 1790 & 1791 August 27, 1792 – September 6, 1793 1794 & 1795 → All 105 seats in the United States House of Representatives53 seats needed for a majority   Majority party Minority party   Leader Frederick Muhlenberg[1] Theodore Sedgwick Party Anti-Administration Pro-Administration Leader's seat Pennsylvania at-large Massachusetts ...

 

Ecoregion in Northern Africa Mediterranean woodlands and forestsMarj escarpment, Jebel Akhdar mountains, Cyrenaica, Libya.Map of the Mediterranean woodlands and forestsEcologyRealmPalearcticBiomeMediterranean forests, woodlands, and scrubBorders List Mediterranean Acacia-Argania dry woodlandsMediterranean conifer and mixed forestsMediterranean dry woodlands and steppeMediterranean High Atlas juniper steppeNorth Saharan steppe and woodlandsSaharan halophytics GeographyArea356,366 km2 (137...

Questa voce sull'argomento contee della Virginia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contea di RoanokeconteaLocalizzazioneStato Stati Uniti Stato federato Virginia AmministrazioneCapoluogoSalem Data di istituzione1830 TerritorioCoordinatedel capoluogo37°16′12″N 80°04′48″W37°16′12″N, 80°04′48″W (Contea di Roanoke) Superficie650 km² Abitanti85 778 (2000) Densità131,97 ab./km² Altre informazioniFuso...

 

American college basketball season 2010–11 Vanderbilt Commodores men's basketballNCAA tournament, Round of 64ConferenceSoutheastern ConferenceRankingAPNo. 25Record23–11 (9–7 SEC)Head coachKevin StallingsAssistant coaches Brad Frederick Dan Muller King Rice Home arenaMemorial GymnasiumSeasons← 2009–102011–12 → 2010–11 Southeastern Conference men's basketball standings vte Conf Overall Team W   L   PCT W   L   PCT East No. 15 ...

 

American magazine Boston ReviewJanuary/February 2011 issueEditorsDeborah ChasmanJoshua CohenCategoriesPoliticsliteraturecultureFrequencyQuarterlyCirculation62,000PublisherBoston Critic, Inc.MIT PressFounded1975CountryUnited StatesBased inCambridge, MassachusettsLanguageEnglishWebsitebostonreview.net ISSN0734-2306 Boston Review is an American quarterly political and literary magazine. It publishes political, social, and historical analysis, literary and cultural criticism, book reviews, fictio...

H.Rudy Mas'ud Anggota Dewan Perwakilan RakyatPetahanaMulai menjabat 1 Oktober 2019Daerah pemilihanKalimantan Timur Informasi pribadiLahir7 Desember 1981 (umur 42)Balikpapan, Kalimantan Timur, IndonesiaKebangsaanIndonesiaPartai politikGolkarSuami/istriSarifah SuraidahHubunganRahmad Mas'ud (kakak)Abdul Gafur Mas'ud (adik)Anak12Orang tuaHaji Mas'ud (ayah) Syarifah Ruwaidah Alqadri (ibu)Alma materUniversitas MulawarmanPekerjaanPengusahaPolitikusSunting kotak info • L • B H....

 

Group of photosynthetic plankton Picoplankton observed by epifluorescence Photosynthetic picoplankton or picophytoplankton is the fraction of the photosynthetic phytoplankton of cell sizes between 0.2 and 2 μm (i.e. picoplankton). It is especially important in the central oligotrophic regions of the world oceans that have very low concentration of nutrients. History Part of a series onPlankton Trophic mode Phytoplankton Zooplankton Mixoplankton Mycoplankton Bacterioplankton Virioplankto...

 

Bilateral relationsTurkish-New Zealand relations Turkey New Zealand New Zealand–Turkey relations are the bilateral relationship between New Zealand and the Republic of Turkey. New Zealand and Turkey formalised diplomatic relations between both countries in 1979 but had unofficial forms of contact with each other prior to 1979. Both New Zealand and Turkey are members of numerous organisations such as the OECD, World Trade Organization, United Nations and World Health Organization. New Zeala...

Process of making an object or structure waterproof or water-resistant Waterproof redirects here. For other uses, see Waterproof (disambiguation). Water protection redirects here. For the environmental activism, see Water protectors. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Waterproofing – news · newspapers · boo...

 

У этого термина существуют и другие значения, см. Виньлонг (значения). Город провинциального подчиненияВиньлонгвьет. Vĩnh Long 10°15′18″ с. ш. 105°58′31″ в. д.HGЯO Страна  Вьетнам История и география Основан 10 апреля 2009 Площадь 48,01 км² Высота центра 1 м Часовой пояс UTC+...

 

Ballroom dance For other uses, see Quickstep (disambiguation). Quickstep Quick Step dance rhythm figure.[1] The quickstep is a light-hearted dance of the standard ballroom dances. The movement of the dance is fast and powerfully flowing and sprinkled with syncopations. The upbeat melodies that quickstep is danced to make it suitable for both formal and informal events. Its origins are in combination of slow foxtrot combined with the Charleston, a dance which was one of the precursors...

Torneo di Wimbledon 1991Doppio femminileSport Tennis Vincitrici Larisa Neiland Nataša Zvereva Finaliste Gigi Fernández Jana Novotná Punteggio6-4, 3-6, 6-4 Tornei Singolare uomini donne   ragazzi ragazze Doppio uomini donne misto 1990 1992 Voce principale: Torneo di Wimbledon 1991. Larisa Neiland e Nataša Zvereva hanno sconfitto in finale Gigi Fernández e Jana Novotná col punteggio di 6-4, 3-6, 6-4, è stato il primo titolo per la coppia. Indice 1 Teste di serie 2 Tabellone 2.1 Lege...

 

زيارة عاشوراء هي التي يُزار بها الحسين بن علي الإمام الثالث عند الشيعة، وهي منسوبة إلى محمد الباقر، وتحظى هذه الزيارة بمكانة خاصة عند الشيعة، فقراءتها مؤكّدة في كثير من الأوقات، سيّما في الفترة الواقعة بين الأول من محرم الحرام والعشرين من شهر صفر أي الأربعين، والزيارة لغة...

 

1189–1192 attempted re-conquest of the Holy Land The Third CrusadePart of the CrusadesMap showing the routes of the crusader armiesDate11 May 1189 – 2 September 1192LocationLevant, Sicily, Iberia, Balkans and AnatoliaResult See outcome Treaty of JaffaBelligerents Crusade: Angevin Empire Kingdom of England Duchy of Normandy Duchy of Aquitaine County of Anjou County of Poitou Duchy of Brittany Kingdom of France Duchy of Burgundy County of Blois County of Champagne County of Flanders Holy Ro...

This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Zhou Botong – news · newspapers · books · scholar · JSTOR (November 2020) (Learn how and when to remove this message) Fictional character Zhou BotongCondor Trilogy characterZhou Botong, as he appeared in the 2021 mobile game adaptation The Legend of the Condor HeroesCreated byJin YongIn-universe informatio...

 

Type of geometric transformation This article is about the mathematical concept of blowing up. For information about the physical/chemical process, see Explosion. For other uses of Blow up, see Blow up (disambiguation). Blowup of the affine plane. In mathematics, blowing up or blowup is a type of geometric transformation which replaces a subspace of a given space with the space of all directions pointing out of that subspace. For example, the blowup of a point in a plane replaces the point wi...