Hoe begon de handelsoorlog tussen China en Amerika ook alweer?
De Amerikanen zijn deze handelsoorlog begonnen omdat ze al langere tijd ontevreden waren over de handelspraktijken van China. Het enorme tekort op de Amerikaanse handelsbalans met China, diefstal van intellectueel eigendom, wisselkoersmanipulatie en staatssteun aan Chinese staatsbedrijven waren voor de regering Trump een bevestiging dat China de regels van eerlijke handel overtrad.
Hardere lijn VS in 2018
Hoewel deze problemen al decennialang spelen, trekt president Donald Trump duidelijk een hardere lijn dan zijn voorgangers en begon in juni 2018 met het heffen van tarieven op 50 miljard dollar aan Chinese exportgoederen naar de Verenigde Staten (zie figuur 1). Deze eerste steen in de tot dan toe rimpelloze mondiale handelsvijver mondde uit in een periode waar over en weer tarieven werden verhoogd. Eerder dat jaar had de Amerikaanse regering al tarieven ingesteld op staal- en aluminium, zonnepanelen en wasmachines. De 50 miljard aan extra heffingen was echter de eerste protectionistische actie die specifiek was gericht tegen China.
Figuur 1: Tijdlijn van de handelsoorlog tussen de Verenigde Staten en China
Bron: RaboResearch
De fase 1-deal
Na een periode van flinke onzekerheid en ruzie op het mondiale handelstoneel, werden eind 2019 onderhandelingen opgestart om een einde te maken aan de handelsoorlog. Uiteindelijk wisten beide partijen op 15 januari 2020 een akkoord te bereiken met de zogenoemde fase 1-handelsdeal, die de opmaat voor een breder overkoepelend handelsverdrag zou moeten worden. In deze deal heeft China beloofd sommige van de bovengenoemde pijnpunten aan te pakken. Zo heeft het land zich gecommitteerd aan het tegengaan van verplichte overdracht van technologie door buitenlandse bedrijven die zaken willen doen op de Chinese markt. Ook heeft China aangegeven dat het de markt voor financiële dienstverlening zal openstellen voor buitenlandse partijen. De meest concrete afspraak betreft de toezegging van de Chinezen om de komende twee jaar 200 miljard dollar extra aan Amerikaanse goederen en diensten te kopen (zie tabel 1). Hiermee zou het Amerikaanse handelstekort flink worden teruggedrongen.
Tabel 1: Uitsplitsing van 200 miljard importbelofte
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EXTViJQTVTh6eIHYB6EutCgiCe2lZYSwLnsVgnMgTthF8wfwMif/iBOnyvCP64ntp3UOGLSyjFoOy4IVIcbzaA2AEAAIBHg9gBAACAR4PYAQAAgEeD2AEAAIBH8z9d0X0y+RyTSwAAAABJRU5ErkJggg==)
* Bedragen zijn in miljarden Amerikaanse dollars
De VS heeft, in ruil voor de Chinese beloftes in de deal, aangegeven af te zien van verdere protectionistische maatregelen aan het adres van China. Daarnaast heeft de VS de tarieven op een deel van Chinese export ter waarde van 120 miljard dollar verlaagd van 15 procent naar 7,5 procent. Wel blijven de hogere tarieven op 250 miljard dollar aan Chinese goederen van kracht als drukmiddel richting Beijing om de beloftes in de fase 1-deal ook daadwerkelijk na te komen.
Phase One Monitor
Om te monitoren of China ook echt de afspraken nakomt, hebben we de ‘Phase One Monitor’ (POM) ontwikkeld. Hierin houden wij op maandbasis bij of China op koers ligt. We maken gebruik van Amerikaanse exportdata van de US Census. Het monitoren van de handelsdoelstelling in de fase 1-deal is overigens niet nieuw. Het Peterson Institute of International Economics (PIIE) heeft al eerder een vergelijkbare Phase One tracker ontwikkeld. Wij brengen echter drie verbeteringen aan:
- Ten eerste plaatsen we de Chinese importdoelstellingen uit de fase 1-deal in historisch perspectief, waarmee inzichtelijk wordt wat nodig is om de doelstellingen te bereiken. Daarmee wordt direct duidelijk hoe ambitieus de doelstellingen zijn.
- Ten tweede nemen we in onze monitor afspraken mee over de import van Amerikaanse diensten, daar waar het PIIE alleen kijkt naar de import van goederen.
- Tot slot concentreren we ons niet alleen op de afspraken voor 2020, maar kijken ook naar 2021.
Figuur 2 laat de uitkomsten van onze analyse zien. De exportdata wordt in de figuur weergegeven als een lopende som van de Amerikaanse exporten naar China over de afgelopen 12 maanden. Wij tellen dus de uitvoer van de voorafgaande 11 maanden op bij de uitvoer in een bepaalde maand. De stippellijn is een interpolatie tussen de 12-maands som bij de inwerkingtreding van het handelsakkoord (i.e. januari 2020) en de gestelde importdoelen voor 2020 en 2021. De gele bolletjes laten de gerealiseerde 12-maand som zien voor iedere maand sinds de inwerkingtreding van het akkoord. Als China zich aan de afspraken uit de fase1-deal zou houden, dan komen de gele bolletjes aan het eind van 2020 en 2021 op de streefwaarden uit.
Na vijf maanden is al pijnlijk duidelijk dat het onwaarschijnlijk, zo niet onmogelijk, is dat de Chinezen de importdoelstelling voor 2020 gaan halen.
Uit onze monitor blijkt dat China duidelijk achterligt op schema. Uit de beschikbare data tot en met mei 2020 heeft de VS voor 119 miljard dollar aan goederen en diensten (die binnen de afspraken van de handelsdeal vallen) naar China geëxporteerd. Als we kijken naar het lineair geïnterpoleerde pad richting de uiteindelijke doelstelling voor 2020 van 210 miljard dollar, zou China op koers hebben gelegen om de doelstelling te halen als het in mei voor 162 miljard dollar aan Amerikaanse producten en diensten zou hebben geïmporteerd. Dit betekent dus concreet dat China al meer dan 40 miljard dollar achterloopt om de importdoelstelling voor 2020 te halen, een achterstand die ze in de resterende maanden van dit jaar moeten goedmaken.
Figuur 2: Phase One Monitor
![](data:image/png;base64,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)
Bron: berekeningen RaboResearch op basis van data van US Census, BEA, Macrobond, Office of United States Trade Representative
Box 1: Methodologie Phase One Monitor
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Het ontwikkelen van de Phase One Monitor is geen sinecure, omdat niet alle extra import door China wordt gezien als voortgang naar de afgesproken doelstellingstellingen in de fase 1-deal. Slechts 60 procent van de Amerikaanse goederenexport valt binnen de afspraken van de handelsdeal (figuur 3). Om China’s voortgang precies te kunnen monitoren, hebben wij maandelijkse data van de Amerikaanse uitvoer naar China van US Census verzameld voor iedere HS-code van de specifieke productgroepen die worden vermeld in de fase 1-handelsdeal (zie bijlage van hoofdstuk 6 in de deal). China zal dus de invoer van goederen binnen specifieke subsectoren van de maakindustrie, energie- en landbouwsector moeten opschroeven om de doelstellingen uit de deal te halen.
Voor de afspraken over de Amerikaanse dienstenexport blijkt dat 99 procent van de subsectoren binnen de dienstensector staan vermeld in de fase 1-deal. Feitelijk zorgt alle Amerikaanse dienstenexport dus voor een bijdrage richting de doelstelling. Een bijkomstig probleem is wel dat voor de Amerikaanse dienstenuitvoer naar China geen maandelijkse data beschikbaar zijn. We gebruiken daarom de totale Amerikaanse dienstenexport, die wel maandelijks beschikbaar is, als verdeelsleutel om de kwartaaldata, die betrekking hebben op Amerikaanse dienstenexport naar China, te verdelen naar de onderliggende maanden. Indien kwartaaldata niet beschikbaar zijn (omdat deze later worden gepubliceerd dan de onderliggende maanddata), vermenigvuldigen we de totale Amerikaanse dienstenuitvoer met het procentuele aandeel van China in het totaalcijfer. Daarbij extrapoleren we de verhouding van het vorig kwartaal op basis van een dalende trend (Figuur 4).
Figuur 3: Slechts 60 procent van alle Amerikaanse exportgoederen naar China vallen onder de fase1-handelsdeal
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)
Bron: Berekening RaboResearch, US Census, Office of United States Trade Representative
Figuur 4: Aandeel dienstenexport neemt snel af
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)
Bron: Berekeningen RaboResearch, Bureau of Economic Analysis, Census
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Een oplaaiende handelsoorlog?
De afgelopen maanden zijn de diplomatieke spanningen tussen de VS en China weer sterk toegenomen. Dit begon met verwijten aan elkaars adres over de wijze waarop het coronavirus werd aangepakt, maar inmiddels zijn de eerste maatregelen genomen om elkaar te dwarsbomen. China heeft in maart diverse Amerikaanse journalisten het land uitgezet en staatsbedrijven (Cofco en Sinograin) opdracht gegeven om minder landbouwproducten uit de VS te kopen. De Amerikanen op hun beurt werken aan wetgeving om buitenlandse bedrijven in China met subsidies en belastingvoordelen over te halen om hun activiteiten te verplaatsen naar de VS. Ook heeft Trump een presidentieel decreet ondertekend waarmee Amerikaanse bedrijven geen producten van de Chinese telecomgigant Huawei meer mogen gebruiken. Tot slot is het waarschijnlijk dat de VS sancties zal instellen als reactie op de Chinese veiligheidswet voor Hongkong.
Naast oplopende diplomatieke spanningen spelen ook nog de Amerikaanse presidentsverkiezingen in november een belangrijke rol. President Trump staat er niet gunstig voor in peilingen. Hij heeft de afgelopen maanden flink aan populariteit ingeboet door zijn aanpak van de coronacrisis, de snel verslechterde economie en zijn reactie op de recente protesten en sociale onrust. Wij achten de kans groot dat Trump zijn anti-Chinese retoriek gebruikt als bliksemafleider richting de verkiezingen. Deze strategie lijkt te resoneren bij de Amerikaanse bevolking en zou kunnen werken om het electorale tij alsnog te keren (Figuur 5).
Figuur 5: Trumps anti-Chinaretoriek werkt
![](data:image/png;base64,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)
Bron: Pew Research
Conclusie
Tegen de achtergrond van de oplopende politieke spanningen en de naar verwachting steeds stevigere anti-Chinaretoriek van president Trump kunnen de afspraken in de fase 1-deal wel eens doorslaggevend worden voor het verdere verloop van de handelsoorlog. Dit zijn immers de enige echt concrete afspraken waar China ook daadwerkelijk op afgerekend kan worden. Ondanks de coronacrisis heeft Trump al aangegeven dat hij wil dat China zich aan de afspraken houdt en heeft gedreigd om de handelsdeal op te blazen wanneer ze dit niet doen.
Na vijf maanden is al pijnlijk duidelijk dat het onwaarschijnlijk, zo niet onmogelijk, is dat de Chinezen de importdoelstelling voor 2020 gaan halen. Gezien het ongeduldige karakter van president Trump achten we de kans klein dat hij het volledige jaar zal afwachten om de balans op te maken.
Te citeren als
Hugo Erken, Michiel van der Veen, “Handelsdeal VS-China overleeft dit jaar niet”,
Me Judice,
7 juli 2020.
Copyright
De titel en eerste zinnen van dit artikel mogen zonder toestemming worden overgenomen met de bronvermelding Me Judice en, indien online, een link naar het artikel. Volledige overname is slechts beperkt toegestaan. Voor meer informatie, zie onze copyright richtlijnen.
Afbeelding
Afbeelding '
Donald Trump' door '
Gage Skidmore'