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0 350M50000002031 昭和五十年総理府令第三十一号 農用地土壌汚染対策地域の指定要件に係る砒素の量の検定の方法を定める省令 農用地の土壌の汚染防止等に関する法律施行令(昭和四十六年政令第二百四号)第二条第二項の規定に基づき、農用地土壌汚染対策地域の指定要件に係る素の量の検定の方法を定める総理府令を次のように定める。
(試料の採取) 第一条 農用地の土壌の汚染防止等に関する法律施行令第二条第一項第四号の要件に該当するかどうかの判定のために行う素の量の検定(以下「検定」という。)のための試料とする土壌を採取するほ場は、検定に係る農用地の面積のおおむね二・五ヘクタールにつき一箇所の割合で、選定しなければならない。 検定のための試料とする土壌の採取は、前項の規定により選定されたほ場の水口地点、中央地点及び水尻地点を結ぶ線を三等分し、それらの線のおのおのの中央地点(以下「試料採取地点」という。)において、行わなければならない。 検定のための試料は、試料採取地点で採取した地表からおおむね十五センチメートルまでの土壌を風乾し、非金属製の二ミリメートルの目のふるいを通過させた後、十分混合したものでなければならない。
(検定の方法) 第二条 検定は、別表に掲げる方法により試薬及び試料液の調製、検定の操作並びに試料の水分の測定を行い、その結果に基づき、付録の算式により算出して、行わなければならない。
附 則 この府令は、公布の日から施行する。 附 則 この府令は、公布の日から施行する。 附 則 この府令は、内閣法の一部を改正する法律(平成十一年法律第八十八号)の施行の日(平成十三年一月六日)から施行する。 附 則 この省令は、公布の日から施行する。 別表 (第二条関係) 区分 方法 一 試薬の調製 (一) 一モル毎リツトル塩酸 希塩酸(塩酸(三十五パーセント以上。以下同じ。)と蒸留水を容量比一対一の割合で混合したもの)をガラス製蒸留器で蒸留して得た共沸混合物を蒸留水で一モル毎リツトルとなるように希釈する。 (二) 希釈酸混合液 硫酸(九十五パーセント以上)五十ミリリツトルを六百ミリリツトルの蒸留水で希釈し、塩酸二百ミリリツトルを加えた後、更に蒸留水を加えて全量を一・〇〇〇リツトルとする。 (三) ヨウ化カリウム液 使用の都度、ヨウ化カリウム(九十九・五パーセント以上)二十グラムを蒸留水に溶かして全量を百ミリリツトルとする。 (四) 塩化第一スズ液 使用の都度、塩化第一スズ(九十六パーセント以上)二十グラムを塩酸に溶かして全量を百ミリリツトルとする。 (五) 亜鉛末錠剤 素亜鉛末(九十九・九九パーセント以上で、粒径が〇・〇七四ミリメートル以下のものであり、かつ、素の含有率が〇・〇〇〇〇〇五パーセント以下のもの)二十五グラムに蒸留水三・五ミリリツトルを加えてのり状としたものを約一グラムずつ造粒し、摂氏八十度で二十分間乾燥する。 (六) 素標準原液 三酸化素(九十九・八パーセント以上のもので、あらかじめ摂氏百ないし百五度で乾燥したもの)〇・一三二グラムに蒸留水五十ミリリツトル及び水酸化ナトリウム液(水酸化ナトリウム(九十五・二パーセント以上)四グラムを蒸留水に溶かして全量を百ミリリツトルとしたもの)二ミリリツトルを加え、加熱して溶かした後、冷却する。次に、指示薬としてフエノールフタレイン液(フエノールフタレイン(日本産業規格のもの)一グラムをエチルアルコール(九十五パーセント以上)に溶かして全量を百ミリリツトルとしたもの)二滴を加えた後、液の紅色が消えるまで希塩酸(塩酸と蒸留水を容量比一対五の割合で混合したもの)を加え、更に蒸留水を加えて全量を一・〇〇〇リツトルとする。 (七) 素標準液 使用の都度、素標準原液を蒸留水で千倍に希釈する。 二 試料液の調製 試料十・〇グラムを容量百ミリリツトルの広口びんに入れ、一モル毎リツトル塩酸五十・〇ミリリツトルを加えて、これを恒温水平振り混ぜ機(あらかじめ振とう回数を一分間につき約百回に、振とう幅を約十センチメートルに調整したもの)で摂氏約三十度に保つて三十分間振り混ぜた後、直ちに乾燥ろ紙(日本産業規格五種Bのもの)でろ過する。 三 検定の操作 試料液(素の含有量が試料液一リツトルにつき〇・一ミリグラムを超える場合にあつては、素の含有量が試料液一リツトルにつき〇・一ミリグラム以下になるよう一モル毎リツトル塩酸でn倍に希釈する。)五・〇ミリリツトルを原子吸光分光光度計の微量素測定附属装置(以下「附属装置」という。)の反応槽に入れ、希釈酸混合液二十ミリリツトル、ヨウ化カリウム液一ミリリツトル及び塩化第一スズ液〇・五ミリリツトルを加えて振り混ぜた後、約十五分間放置する。この反応槽を附属装置に取り付け、亜鉛末錠剤一個を加え、速やかに密閉する。マグネチツクスターラーでかき混ぜ、反応槽の内部圧が二十九・四ないし四十九・〇キロパスカルとなるまで反応させた後、速やかに切り換えコツクを開き、発生した化水素をアルゴンガスで原子吸光分光光度計に送り込み、百九十三・七ナノメートルの波長で吸光度(A)を測定する。 別に、素標準液及び一モル毎リツトル塩酸を、それぞれ、試料液の操作の場合と同様に操作し、吸光度(AS及びA0)を測定する。 四 試料の水分の測定 試料(W1グラム)とこれを摂氏百五度で約四時間乾燥して得たもの(W2グラム)を比べて水分を測定する。
付録 (第二条関係)
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