ABB Ltd. (ABBN)

Oh ..

Hönig überrascht uns mit Charts

:)

Viel Chart-Analyse war eigentlich in diesem Thread nicht zu finden


Im Gegenteil - da kann man doch sehr viel analysieren ;-)

1) sowohl im weekly, wie im Daily ist ein Downtrend zu sehen

2) im Weekly ist der Kurs seit Ende 2014 nicht über die obere Trendinie gelaufen - die bestätigende Ausnahme mit Umkehrformation gab es im Juli 2015

3) Der Kurs hat im Mai 2015 die 200-Tage Linie nach unten durchbrochen

4) Der Kurs ist  bisher an jedem Versuch, diese 200-Tage-Linie zu brechen, gescheitert.

5) Im Weekly "ruft" es nach einem Rückfall auf alte Tiefs aus 2012 und 2011. Dort laufen die Trendlinien und die Bollinger und die alten Supports zusammen.

Fazit:

- Eine Umkehr nach "oben" scheint unwahrscheinlich

- in kleinerer Zeiteinheit wäre ein Short nach Voigt und Co. passend - sofern die Setups passen.

Heisst:

a) Übergeordneter Chart abwärts  (hier mal ein kleines Fragezeichen)

b) 200 Tage Linie stimmt

c) 50-er MA und 200 MA sind divergent und beide in Abwärtsrichtung UND Kurse liegen darunter

d) Dann eine Korrektur abwarten -ist passiert und passt !

e) Frage, ob die Korrektur flach oder stark ist.

Wenn flach: Dann short einstoppen lassen

Beim unterschiessen der unteren Trenkanal-Linie Stopp setzen und ggf. Trade umkehren

mal so auf die Schnelle hingetippt .. 

Gruss, Don

 
Don, das ist mal eine Bild-to-Text (Chart OCR) Beschreibung :) Danke dir.

Hab hier noch den Weekly ein wenig angepasst - Divergenz RSI eingezeichnet.

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Ich habe noch Folgendes:

- Close oberhalb 19.4 wäre Downtrend gebrochen

- RSI hat eine Widerstandszone bei 50-55

- Open Interest für ABB - Interpretation schwierig: http://www.eurexchange.com/exchange-en/market-data/statistics/market-statistics-online/180102!onlineStats?viewType=3&productGroupId=858&productId=31304&busDate=20160307

- Termin im Kopf behalten - ABB will present its first quarter results for 2016 on April 20, 2016 (http://new.abb.com/investorrelations/financial-calendar)

Trade-Möglichkeiten für mich:

- Entweder Long Put mit Strike um 15.5, Vola ist schon wieder stark zurück gekommen (heute VSMI +9%...)

- Oder Bear Put Spread (schwierig wegen Liquidität und Prämie viel zu klein)

e) Frage, ob die Korrektur flach oder stark ist.


Wann ist es für dich flach oder stark? In Fall der ABB war es für mich stark mit Rücksetzer auf Jahrestief. Für dich?

 
Zuletzt bearbeitet:
ABB erhält Auftrag über 140 Mio USD zur Förderung der Integration neuer Energien

Zürich (awp) - Der Industriekonzern ABB hat in Europa einen Auftrag im Wert von 140 Mio USD erhalten. Auftraggeber sind die Übertragungsnetzbetreiber Energinet.dk in Dänemark und 50Hertz Transmission in Deutschland. Der Auftrag sieht die Planung, Lieferung und Installation einer Konverterstation für eine Hochspannungs-Gleichstrom-Übertragung (HGÜ) im norddeutschen Bentwisch vor, wie ABB am Donnerstag mitteilt.

Die HVDC Light Kurkupplungs-Konverterstation sei die erste ihrer Art in Europa und ermögliche die Verbindung der asynchronen Drehstromnetze Ostdänemarks und Deutschlands. Das Projekt "Kriegers Flak - Combined Grid Solution" ist laut ABB weltweit der erste Offshore-Interkonnektor. Dazu würden die nationalen Netzanschlüsse des künftigen dänischen Windparks Kriegers Flak mit denjenigen der bereits laufenden deutschen Windparks Baltic 1 und 2 miteinander verbunden.

Der Interkonnektor werde eine Übertragungskapazität von 400 Megawatt haben, entsprechend dem Energiebedarf von über 400'000 Haushalten. Das kritische Infrastrukturgeschäft werde von der Europäischen Union mitfinanziert, da es massgeblich zur Erfüllung der europäischen Ziele für die Nutzung erneuerbarer Energien beitrage.
 
ABB erhält Service-Auftrag für Flüssiggas-Anlage von Shell

Zürich (awp) - Der Industriekonzern ABB hat vom Ölverarbeiter Shell einen Auftrag für den Unterhalt einer schwimmenden Flüssigerdgas-Anlage erhalten. Demnach wurde eine Fünfjahresvertrag zur Bereitstellung von Ausrüstung und Services für die Anlage namens "Prelude" abgeschlossen, wie ABB am Mittwoch mitteilte. Finanzielle Details werden keine genannt.

Der Auftrag umfasst die Lieferung von Motoren, Generatoren, drehzahlgeregelten Antrieben sowie Niederspannungsschaltanlagen und ebenso die Wartung von Motoren externer Anbieter. Die schwimmende Anlage zur Produktion von LNG (Liquified Natural Gas) ist gemäss ABB mit einer Länge von knapp 500 Metern die grösste ihrer Art weltweit.
 
ABB (+1,7 auf 18,75 CHF): Systematisch unterschätzt?

Die ABB-Aktien wurden letztmals im Jahr 2007 oberhalb von 30 CHF gehandelt und seither liegt diese Marke klar ausser Reichweite. Nach wiederkehrenden Enttäuschungen in den letzten Jahren räumen die Investoren den Aktien des Technologie-Konzerns keinen grossen Kredit ein. Dabei werde das Wachstumspotenzial von ABB aber systematisch unterschätzt, schreiben dagegen die Analysten des britischen Finanzinstituts Barclays und setzen die Titel weiterhin auf die Liste mit den europäischen Top Picks. Die Wachstumstrends bei der Automatisierung seien ungebrochen und mit der Übernahme von Gomtec im vergangenen Jahr habe ABB den zukunftsträchtigen Bereich mit kollaborativen Robotern gezielt gestärkt, heisst es. Zudem präsentiere sich die Bilanz weiterhin sehr solide und das biete neben dem laufenden Aktienrückkaufprogramm über 4 Mrd USD auch Optionen für weitere Zukäufe. Mit einem Kursziel von 24 CHF siedeln sich die Barclays-Experten denn auch am oberen Rand der Analystenerwartungen an.

Quelle Marktgespräck

 
ABB erhält Aufträge für Schutzsysteme von Venedig über 38 Mio USD

Zürich (awp) - Der Industriekonzern ABB meldet den Eingang weiterer grösserer Aufträge. Für die Flutbarrieren zum Schutz Venedigs seien Aufträge für Automation und für elektrische Ausrüstungen über insgesamt gut 38 Mio USD eingegangen, teilt ABB am Montag mit. Der Teil der Aufträge für Automation sei bereits 2015 verbucht worden, derjenige für den elektrischen Bereich früh im Jahr 2016.

Das Barrierensystem soll die historische Altstadt von Venedig vor den regelmässig wiederkehrenden Hochwassern und Sturmfluten schützen.
 
ABB erhält Auftrag über 80 Mio USD in Belgien

Zürich (awp) - Der Industriekonzern ABB hat in Belgien einen Auftrag im Wert von 80 Mio USD erhalten. Dieser sieht die Anbindung einer Offshore-Unterstation des vor der belgischen Küste gelegenen Windparks Rentel über ein Kabelsystem mit dem Festland in der Nähe von Zeebrugge vor. Auftraggeber ist die belgische Rentel NV, wie ABB am Dienstag mitteilt. Verbucht wurde der Auftrag im ersten Quartal 2016, die Inbetriebnahme der Verbindung ist für 2018 vorgesehen.

ABB übernimmt die Planung, Herstellung und Inbetriebnahme des 40 Kilometer langen, extrudierten dreiadrigen 220 Kilovolt Wechselstrom-Seekabelsystems, welches über eine Übertragungskapazität von rund 300 Megawatt verfügt. Die Erzeugungskapazität ist ausreichend für die Versorgung von rund 280'000 Haushalten.
 
ABB gewinnt Aufträge über 300 Mio USD für Ausbau des Stromnetzes in China

Zürich (awp) - Der Industriekonzern ABB hat in China verschiedene Aufträge erhalten. Diese belaufen sich insgesamt auf einen Wert von über 300 Mio USD. Vorgesehen ist die Lieferung von hoch entwickelten Konvertertransformatoren für zwei Langstrecken-Ultrahochspannungs-Übertragungsleitungen (UHGÜ), wie ABB am Montag mitteilte.

Die Leitungen werden mit einer Spannung von 800 Kilovolt (kV) arbeiten und 10'000 Megawatt (MW) Strom übertragen. Damit stellen sie im Hinblick auf die Kapazität einen neuen Weltrekord auf. Verbucht wurden die Aufträge im ersten Quartal 2016.

Die gut 1'600 Kilometer lange Leitung Ximeng-Taizhou und die gut 1'200 Kilometer lange Verbindung Shanghaimiao-Shandong werden den Angaben zufolge im Vergleich zu herkömmlichen 800-kV-UHGÜ-Leitungen 25% mehr Strom durch denselben engen Übertragungskorridor liefern.

Die beiden Leitungen sind Teil eines Projekts zur Stromübertragung aus der Inneren Mongolei über Langstreckenleitungen als Alternative zum Transport von Millionen Tonnen von Kohle zu entfernten Kohlekraftwerken, wie es heisst.
 
ABB: Der Auftragseingang des Industriekonzerns ABB (ABBN 19.53 1.35%) ist im ersten Quartal zum Vorjahr 11% auf 9,25 Mrd. $ gesunken (bereinigt um Währungs- und Konsolidierungseinflüsse: –7%). Die Aufwertung des Dollars führte zu negativen Umrechnungseffekten von 4%. Der Umsatz fiel 8% auf 7,9 Mrd. $ (–2%). Die Nachfrage litt unter den makroökonomischen Unsicherheiten. Das Book-to-Bill-Verhältnis von 1,17 belege aber, dass der Fokus auf organisches Wachstum Wirkung zeige, sagt CEO Ulrich Spiesshofer. Der operative Ebita ging um 1% auf 943 Mio. $ (+2%) zurück, die Marge legte entsprechend 90 Basispunkte auf 12% zu, dank Turnaround in der Division Stromnetze, Verbesserung der Produktivität und Kostensenkungsmassnahmen. Wegen Restrukturierungskosten sank der Gewinn aber 11% auf 500 Mio. Fr. Eine konkrete Prognose gibt es nicht.

ABB: Die Portfolioüberprüfung in der Division Stromnetze des Industriekonzerns ABB verläuft gemäss Unternehmensangaben nach Plan. ABB will darüber aber erst am Capital Markets Day am 4. Oktober informieren.

Quelle FUW

 
ABB (+0,8% auf 20,30 CHF): Weiter im Aufwind

Die Aktien des Technologiekonzerns ABB sind nach den letzte Woche präsentierten, überraschend starken Zahlen und dem folgenden Kursanstieg weiter gesucht. Verschiedene Analysten haben am Dienstag ihr Kursziel für die Aktie erhöht, was laut Marktkreisen die Tendenz nach oben unterstützt. So hat etwa die Bank Vontobel ihr Kursziel um gut 2% auf 22,00 CHF nach oben angepasst. Laut dem zuständigen Analysten könnte der Auftragseingang im ersten Quartal den Wendepunkt erreicht haben, zumal die Vergleichsbasis leichter werde. Ein wenig Rückenwind von der Makroseite könne dann zu einem deutlichen Schub bei der Profitabilität des Industriekonzerns führen. Allerdings glauben noch nicht alle so richtig an die Wende. Die Analysten von Goldman Sachs und Exane etwa haben ihre Kursziel zwar ebenfalls erhöht, bleiben damit aber deutlich unter dem aktuellen Kurs und halten entsprechend an ihren Einstufungen "Sell" bzw. "Underperform" fest.

Quelle Marktgespräch

 
ABB erhält Auftrag für Offshore-Windpark in der irischen See

Zürich (awp) - ABB hat einen Auftrag zur Ausrüstung eines Offshore-Windparks in der irischen See erhalten. Auftraggeber ist die Gesellschaft MHI Vestas Offshore Wind, welche knapp 20 Kilometer vor der Küste der Insel Walney den Windpark Walney ausbauen wird. Die dort geplanten Windturbinen sind mit zwei Dritteln der Höhe des Eiffelturms und dem doppelten Gewicht eines voll beladenen Airbus A380 die stärksten der Welt, wie ABB am Mittwoch mitteilt. Angaben zur Auftragshöhe werden keine gemacht. ABB wird für diese Windanlage 40 Spezial-Transformer liefern.
 
ABB übernimmt mit SVIA einen Anbieter für Roboterautomation

Zürich (awp) - Der Industriekonzern ABB akquiriert die auf Roboterautomation spezialisierte SVIA. Das schwedische Unternehmen bietet automatisierte Lösungen für Maschinenbeschickungsprozesse an. SVIA verfüge über ein Portfolio von über 800 Maschinenbeschickungszelllösungen, teilt ABB am Dienstag mit. Es werden keine Angaben zu Umsatz oder Grösse von SVIA gemacht. Die beiden Parteien vereinbarten Stillschweigen über finanzielle Details.

SVIA produziert laut ABB Roboter, die Dreh- und Fräsmaschinen mit Komponenten versorgen. Dies soll Prozesse wie Montage, Waschen und Teilemarkierung vereinfachen, um die Produktivität zu erhöhen. Mit der Übernahme baut ABB den Maschinenpark aus und kann damit weitere integrierte Anwendungen für die Automobil-, Kunststoff- und Elektronikbranche anbieten, heisst es weiter.
 
ABB schliesst 648-Megawatt-Solarkraftwerk in Indien ans Stromnetz an

Zürich/Kamuthi (awp) - Der Industriekonzern ABB hat in Kamuthi im südindischen Bundesstaat Tamil Nadu fünf Umspannwerke in Betrieb genommen, die ein 648-Megawatt-Solarkraftwerk ans indische Übertragungsnetz anschliessen. Im Auftrag des Stromerzeugers Adani Group habe ABB das fünf Anlagen umfassende Photovoltaik-Kraftwerk nun fertiggestellt, heisst es in einer Mitteilung vom Montag.

Es ist den Angaben nach das weltweit grösste seiner Art. Bei voller Auslastung wird der Solarpark fast 10% der gesamten Solarleistung Indiens von sieben Gigawatt (GW) ausmachen.

ABB war im Rahmen des Projekts für die Planung, Lieferung, Installation und Inbetriebnahme der Elektrifizierungs- und Automatisierungssysteme des Solarkraftwerks verantwortlich. Dies umfasste auch die Lieferung von zwei 230-Kilovolt- und drei 110-Kilovolt-Freiluftumspannwerken zum Anschluss des Solarparks an das lokale Übertragungsnetz. Gemessen am durchschnittlichen Pro-Kopf-Verbrauch wird das Kraftwerk Strom für die Versorgung von rund 150'000 Haushalten produzieren.
 
ABB schliesst Ausbau einer HVDC-Umspannstation in den USA ab

Zürich (awp) - Der Industriekonzern ABB hat im Nordwesten der USA den Ausbau einer Umspannstation für eine HVDC-Stromtrasse abgeschlossen. Die Celilo-Station ist das nördliche Ende einer 1'360 km langen Trasse zwischen Nord Oregon und der Region Los Angeles. Die Leitung, über die im Winter der höhre Stombedarf im Norden und im Sommer der höhere Badarf im Süden ausgeglichen werde, spiele eine zentrale Rolle im Stromnetz der Pazifikküste der USA, schreibt ABB am Montag.

ABB hat bei der inzwischen vierten Modernisierung der Station, mit der die Kapazität auf 3'800 MW von 3'100 MW ausgebaut wurde, Schalter Transformatoren und die Steuereinrichtungen geliefert. Die Station wird durch das ABB-MACH-System gesteuert. Die Anlage wurde an den Versorger Bonneville Power Administration (BPA) übergeben, heisst es weiter.
 
ABB erhält Auftrag über 30 Mio USD von norwegischer Statnett

Zürich (awp) - Der Industriekonzern ABB hat eine Bestellung des norwegischen Übertragungsnetzbetreibers Statnett erhalten. Der Auftrag umfasse zwei Umspannwerke und habe ein Volumen von rund 30 Mio USD, heisst es in einer Mitteilung vom Donnerstag. Die Bestellung wurde gemäss den Angaben im zweiten Quartal verbucht.

Im Projektumfang enthalten sind laut den Angaben die Planung, Konstruktion, Lieferung, Installation und Inbetriebnahme von zwei 420-Kilovolt-Umspannwerke für Lyse und Fjotland. Die Umspannwerke sollen laut ABB die Netzstabilität erhöhen und die Stromversorgung stärken. Die erhöhte Übertragungskapazität werde ausserdem die Integration erneuerbarer Energiequellen wie Wind- und Wasserkraft erleichtern.
 
ABB erhält Aufträge für Busladestationen in Genf über 16 Mio USD

Zürich (awp) - Der Industriekonzern ABB hat in Genf zwei Aufträge erhalten. Diese kommen von den öffentlichen Verkehrsbetrieben von Genf sowie vom Busunternehmen Hess und belaufen sich auf insgesamt 16 Mio USD, wie ABB am Freitag mitteilt. Es sei der erste kommerzielle Auftrag für die 15 Sekunden Flash-Ladetechnologie, welche einen emissionsfreien Nahverkehr ohne Oberleitungen mit Elektrobussen ermögliche.

15 Sekunden laden? Wow! Da geht was :-o
 
15 Sekunden laden? Wow! Da geht was :-o


World Fastest Charging Electric Bus

Mit der Ladung, die dem Bus bei jeder Haltestelle verabreicht wird, kann er 5 km weit fahren. Beim Bremsen wird die Energie zudem rekuperiert. Erste Busse sind gemäss obigem Artikel in China in Betrieb.

Die Technologien wurde von Sécheron, einer ABB Tochter 2013 angekündigt

Weitere Infos

ABB Unveils Wireless Electric Bus with 15 with Flash Charging

Die Ladestation soll eine Leistung von 400 kW haben. Da heisst sie kann eine Energie von 0,11 kWh pro Sekunde abgeben. Das wären dann 1,66 kWh in 15 s. Der Tesla S hat eine Batterie, die 85 kWh speichern kann, einfach so zum Vergleich. Rechne, wie lange ein Tesla an der Bushaltestelle warten müsste ... :?

Interessante Sache ...

 
Genau ... Solche 400 kW Spitzen sind der Schrecken jedes EW's (so über den Daumen 600 A pro Phase bei 400 V-Drehstrom)).  Diese Haltestellen brauchen wohl separate Versorgungen, vermutlich mit Hochspannung, damit das Licht in den Stuben nicht flackert.