{"help": "http://153.121.43.132:8000/api/package_show?id=www.geospatial.jp__ckan__dataset%3A1913", "success": true, "result": {"xckan_id": "www.geospatial.jp__ckan__dataset:1913", "xckan_title": "日本海溝_地震動_（３）強震動波形_宮城県沖_11_埼玉県", "xckan_site_name": "Ｇ空間情報センター", "xckan_site_url": "https://www.geospatial.jp/ckan/dataset/1913", "xckan_last_updated": "2017-12-18T00:39:39Z", "xckan_description": "######工学的基盤（Vs=350～700m/s相当層）における強震動(加速度)波形データ / #####問い合わせの際には、問い合わせフォームの「ご意見、ご感想」記入欄の冒頭に【震度分布・浸水域等に係るデータに関する問い合わせ】とご記入ください。 / #####データのダウンロードは、ユーザ登録の後、 ログイン状態で行ってください。 / ####座標系は、日本測地系（「旧測地系」）です。【リソース】宮城県沖_11000_埼玉県_53395 / 宮城県沖_11000_埼玉県_53396 / 宮城県沖_11000_埼玉県_53397 / 宮城県沖_11000_埼玉県_54390 / 宮城県沖_11000_埼玉県_54391 / 宮城県沖_11000_埼玉県_54392 / 宮城県沖_11000_埼玉県_54393 / 利用規約【キーワード】埼玉県 / 宮城県沖地震 / 強震動波形", "xckan_tags": [], "area": "埼玉県", "author": "内閣府", "author_email": "https://form.cao.go.jp/bousai/opinion-0001.html", "charge": "無償", "creator_user_id": "a5634090-826c-4d6e-9f23-7b7acc320d89", "emergency": "", "fee": "無償", "id": "a27304ac-23aa-415d-84dc-32b3436f01c6", "isopen": true, "license_agreement": "-", "license_id": "ol", "license_title": "独自利用規約", "maintainer": "内閣府", "maintainer_email": "https://form.cao.go.jp/bousai/opinion-0001.html", "metadata_created": "2016-10-29T03:56:31.728466", "metadata_modified": "2017-12-18T00:39:39.345832", "name": "1913", "notes": "######工学的基盤（Vs=350～700m/s相当層）における強震動(加速度)波形データ\r\n#####問い合わせの際には、問い合わせフォームの「ご意見、ご感想」記入欄の冒頭に【震度分布・浸水域等に係るデータに関する問い合わせ】とご記入ください。\r\n#####データのダウンロードは、ユーザ登録の後、 ログイン状態で行ってください。\r\n####座標系は、日本測地系（「旧測地系」）です。", "num_resources": 8, "num_tags": 3, "organization": {"id": "8ed58174-2d39-46d7-ab94-0c6e48f77f00", "name": "naikakufu-002", "title": "内閣府　中央防災会議　日本海溝・千島海溝周辺海溝型地震に関する専門調査会", "type": "organization", "description": "##### 日本海溝・千島海溝周辺海溝型地震に関する専門調査会（中央防災会議）において検討を行なった各地震における震度分布・浸水域等に係るデータです。\r\n\r\n\r\n\r\n###### 【提供データ】\r\n###### 地震動データ\r\n###### （１）データセットA（約1km×1kmメッシュデータ）\r\n* 地震基盤から工学的基盤までの地盤構造モデル\r\n* 工学的基盤以浅の表層地盤モデル（AVS30および震度増分）\r\n* 計測震度、液状化指標（PL値）データ（計6地震）\r\n###### （２）データセットB\r\n* 断層パラメータ（巨視的、微視的）\r\n###### （３）工学的基盤（Vs=700m/s相当層）における代表的な強震動波形※強震動波形計算を行った4地震\r\n* 根室沖・釧路沖\r\n* 十勝沖\r\n* 三陸沖北部\r\n* 宮城県沖\r\n\r\n###### なお、下記の4地震については、津波の推計のみあるいは経験的手法により震度分布を推計しているため、強震動波形はありません。\r\n* 明治三陸タイプ地震（津波の推計のみ）\r\n* 500年間隔地震（津波の推計のみ）\r\n* 択捉島沖（経験的手法による推計）\r\n* 色丹島沖（経験的手法による推計）\r\n\r\n###### 津波データ\r\n###### （４）地形データ（50ｍ×50ｍメッシュデータ）\r\n* 水深および標高の地形データ\r\n###### （５）粗度データ（50ｍ×50ｍメッシュデータ）\r\n* Manningの粗度係数のデータ\r\n###### （６）堤防データ（50ｍ×50ｍメッシュデータ）\r\n* 堤防の配置と高さを与えるデータ\r\n###### （７）地殻変動量データ（50ｍ×50ｍメッシュデータ）\r\n* 断層によるコサイスミックな地殻変動量（上下方向）のデータ（8地震）〔（７）については、必要とする地震※をご指定下さい。〕\r\n###### （８）津波の断層パラメータ\r\n###### （９）設定満潮位・海岸における津波の高さ・津波到達時間（50m×50mメッシュデータ）\r\n\r\n", "image_url": "2016-09-15-005350.134515.png", "created": "2016-09-15T00:53:50.170041", "is_organization": true, "approval_status": "approved", "state": "active"}, "owner_org": "8ed58174-2d39-46d7-ab94-0c6e48f77f00", "private": false, "quality": "-", 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