2022/03/10 7:41 JST投稿
【米国】
米ドル円(USDJPY) 115.81-115.81 (円)
ユーロ円(EURJPY) 128.20-128.20 (円)
ユーロ米ドル(EURUSD) 1.1069-1.1070 (米ドル)
ポンド円(GBPJPY) 152.67-152.68 (円)
ポンド米ドル(GBPUSD) 1.3183-1.3183 (米ドル)
3月8日のニューヨーク外国為替市場の主なトピックスは、ウクライナ情勢が一時的に融和に傾いていることが投資家心理をやわらげた。ウクライナのゼレンスキー大統領が北大西洋条約機構(NATO)加盟を断念する可能性を示唆。さらに、ラブロフ外相がウクライナのクレバ外相と協議するためトルコに向かうとの報道から状況の改善に期待が高まった。そして、ウクライナでの一般市民の避難を目的とした一時的な交戦停止もプラスとなった。この影響から長期金利が1.9%半ばまで上昇し、株高となり、エネルギーや小麦などの商品価格が値を下げ、インフレ懸念が和らいだこともプラスとなった。
ユーロ・米ドル(EURUSD)は、1.08ドル後半から1.10ドル後半に値を上げた。ウクライナ情勢の和らぎから値を上げ、この日の高値1.1095ドルまで買われた。その後は明日の欧州中央銀行(ECB)理事会や2月米消費者物価指数(CPI)の発表を控え、様子見となり横ばいで推移し終値は1.1076ドルだった。
ユーロ・円(EURJPY)は、126円半ばから128円半ばに値を上げた。ウクライナ情勢が良好な方向に向かっていると好感され大幅に値を上げ、128.47円まで買われた。その後は、明日の金融イベントを控え様子見の姿勢が強まり128.29円で終えた。
米ドル・円(USDJPY)は、115円後半で取引された。朝方に、欧州でのユーロ買いが強まった影響から米ドルが売られ、この日の安値115.56円を付けた。その後は株高や債券が上昇した影響から堅調に値を上げ終値は115.83円となった。
NYダウ平均 USD 33,286.25 +653.61 (+2.00%)
NASDAQ総合 USD 13,255.546 +459.995 (+3.59%)
S&P500 USD 4,277.88 +107.18(+2.57%)
3月9日の米株式市場のダウ工業株30種平均は、5日ぶりに前日の終値を回った。ウクライナ情勢が一時的に融和に向かった影響から株高や原油をはじめとした商品価格の上昇が落ち着き、反発から買戻された。インフレ懸念が薄らいだことも投資家心理を向上させ、終日前日の終値を上回って取引され、3指数揃って上昇し終えた。
米国債10年 1.953(+0.105%)
NY原油(WTI) 1バレル=USD 108.70 -15.00(-12.13%)(4月渡し)
NY金(COMEX) 1オンス=USD 1,988.2 -55.10(-2.70%)(4月渡し)
【日本】株高受けリスク回避の姿勢和らぐ
3月9日の東京外国為替市場は、ウクライナ情勢長期化の懸念は続いているものの、株高からリスク回避の姿勢が和らいだ。米長期金利先物が1.86%台に上昇したこともよい影響を及ぼした。
米ドル・円は115円後半で取引された。株価の上昇と共にドル買いが優勢となり、この日の高値115.92円まで買われた。その後は利益を確定する売りに押されたが、欧州勢参加後は再び上昇し17時で115.88円となった。
ユーロ・円は、126円前半から半ばに値を上げた。朝方は、株高を受け小幅に上昇したが、明日のECB(欧州中央銀行)理事会を前に様子見の姿勢が強まり126円半ばの横ばいで推移した。17時は126.50円で取引された。
ユーロ・米ドルは1.09ドル前半で値動きがあまり出なかった。明日のECB(欧州中央銀行)理事会を前に値動きがほとんど出ず、17時時点では1.0916ドルだった。
日経平均株価 24,717.53円 -73.42(-0.30%)
安値24,681.74円 - 高値 25,084.08円
東証出来高 1,500,51万株
東証売買代金 3兆2731.30億円
3月9日の日経平均株価は前日の4日連続で終値を下回った。朝方から前日までの3日間で大幅に下落していた反動から、これまで売りが優勢だった輸出関連株が買い戻されプラス圏で推移した。買いが一段落するとウクライナ情勢の長期化が懸念となり、終了直前に利益を確定させる売りが出て前日の終値を下回り終えた。
無担保コール翌日物金利 -0.007%
国債先物・22年3月限 150.83(-0.15)
10年長期金利 0.160%(+0.010)
【マーケットアナリティクス】米ドル円は強気なブレイクアウトを視野に(3月9日)
米ドル・円ペア、ウクライナ侵攻による大幅な価格変動(ボラティリティ)が和らぎ、狭い値幅での取引となっている。
本稿執筆時点では、米国利回りの上昇に追随し0.5%ほど上昇した。2年債利回りはすでに高値を更新しており、米ドル円もすぐに追随する可能性がある。
最初の上値抵抗線(レジスタンス)は116.25円付近の前回高値に位置している。116.25円付近の以前の高値に最初の上値抵抗線があり、これを超えて上昇した場合、持っていない米ドルを売り買い戻す(ショートポジション)の損切り(ストップロス)が大きくなり、最初の反応として117円台に向かって上昇する可能性がある。
これまでのところ、トレーダーは実際の戦争より軍事衝突から生じるインフレ問題に注目しているようだ。インフレ率の上昇は、利上げの増加を意味し、米ドル円にとって強気(ブル)となるはずだ。
もしくは、50日平均線(紫線※)の115円がサポートとなり、その後、50日先行移動平均線(50DMA・※1)の数ピップス下の中期上昇トレンドラインが下値支持線(サポート)となる可能性がある。トレンドラインの上で取引される限り、当面の見通しは強気(ブル)が続く見込みだが、強気なシナリオを確認するためには、すぐに高値を更新する必要がある。
この後、1月の求人労働異動調査(JOLTS: Job Openings and Labor. Turnover Survey)の求人倍率とエネルギー省エネルギー情報局(EIA: Energy Information Administration)の週間原油在庫変動が予定されており、木曜日の重要な米国インフレ報告も控えています。
※移動平均線:一定期間(この場合は50日間)の終値の平均値の推移を折れ線グラフで示したもの。相場が上昇傾向にあるのか、下落傾向にあるのかといったトレンドを把握しやすい。
※1:先行移動平均線(Displaced Moving Average:DMA)は、移動平均線を本来の位置から未来や過去にずらして表示するもの。上値の抵抗線(レジスタンス)や下値の支持線(サポート)の推移を想定するのに有効。
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米ドル・円、デイリーチャート 3月9日(CET・中央ヨーロッパ時間)
引用元: “USDJPY Eyeing Bullish Breakout” (2022年3月9日, AXIORY Global Market News)
追記:3月10日、日本時間6:00の米ドル・円は115.81円付近で取引されている