標準試薬
CIL社製PFOS, PFOA,PFHxs
CIL(Cambridge Isotope Laboratories,Inc)製のPFOS、PFOA分析用標準液及び安定性同位体(サロゲート物質)です。CILは、安定同位体標識化合物における世界トップメーカーであり、炭素同位体(13C)の年間生産能力は120kg、および酸素同位体(18O)の年間生産能力は250kgと高い水準の生産能力を誇ります。
ペルフルオロオクタンスルホン酸(PFOS)
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
SODIUM PERFLUOROOCTANESULFONATE (PFOS)Isotope(13C8, 99%) | メタノール | 50 μg/mL | CLM-8505-1.2 | 1.2mL | 特化 | 1本 | 1065-00002 | 販売中止 |
Potassium perfluoro-1-octanesulfonate (PFOS )(13C8, 99%) | メタノール | 50 μg/mL | CLM-11340-1.2 | 1.2mL | 特化 | 1本 | 1065-00027 | 186,400 |
SODIUM PERFLUOROOCTANESULFONATE (PFOS)UNLABELED | メタノール | 50 μg/mL | ULM-9001-1.2 | 1.2mL | 特化 | 1本 | 1065-00004 | 38,800 |
ペルフルオロオクタン酸(PFOA)
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PERFLUOROOCTANOIC ACID (PFOA) Isotope(13C8, 99%) | メタノール | 50 μg/mL | CLM-8005-A-1.2 | 1.2mL | 特化 | 1本 | 1065-00003 | 260,200 |
PERFLUOROOCTANOIC ACID (PFOA) UNLABELED | メタノール | 50 μg/mL | ULM-7451-1.2 | 1.2mL | 特化 | 1本 | 1065-00005 | 38,800 |
PFOS・PFOA混合液(直鎖体)
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PFOS/PFOA NATIVE STANDARD MIXTURE UNLABELED | メタノール | 5000 ng/mL | ES-5573 | 1.2mL | 特化 | 1本 | 1065-00013 | 51,000 |
【成分】
Perfluorooctanesulfonate(PFOS), sodium salt
|
Perfluorooctanoic acid (PFOA)
|
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PFOS/PFOA EXTRACTION STANDARD MIXTURE (13C8, 99%) | メタノール | 2000 ng/mL | ES-5571 | 3mL | 特化 | 1本 | 1065-00011 | 183,200 |
【成分】
Perfluorooctanesulfonate(PFOS), sodium salt (13C8,99%)
|
Perfluorooctanoic acid (PFOA) (13C8,99%)
|
PFHxS
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
PERFLUOROHEXANESULFONATE, POTASSIUM SALT (13C6, 99%) | メタノール | 50 μg/mL | CLM-9526-1.2 | 1.2mL | 1本 | 1065-00006 | 188,200 |
PERFLUOROHEXANESULFONATE, POTASSIUM SALT UNLABELED (MIX OF ISOMERS) | メタノール | 50 μg/mL | ULM-9524-1.2 | 1.2mL | 1本 | 1065-00007 | 38,800 |
PFOS・PFOA・PFHxS混合液(直鎖体)
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
ES-5648 PFOS/PFOA/PFHxS 5000ng/mL Mix 1.2 mL in MeOH | メタノール | - | ES-5648 | 1.2mL | 特化 | 1本 | 1065-00022 | 58,200 |
ES-5649 PFOS/PFOA/PFHxS (13C) 2000ng/mL Mix 1.2 mL in MeOH | メタノール | - | ES-5649 | 1.2mL | 特化 | 1本 | 1065-00023 | 159,000 |
有機フッ素化合物 混合標準液
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PERFLUOROALKYLSULFONATE(PFAS)C4-C10 NATIVE MIXTURE UNLABELED | メタノール | 5 μg/mL | ES-5576-A | 1.2mL | 特化 | 1本 | 1065-00008 | 109,000 |
【成分】
Perfluorobutanesulfonate (PFBS), potassium salt
|
Perfluoropentanesulfonate (PFPeS), sodium salt
|
Perfluorohexanesulfonate (PFHxS), potassium salt
|
Perfluoroheptanesulfonate (PFHpS), sodium salt
|
Perfluorooctanesulfonate (PFOS), sodium salt
|
Perfluorononanesulfonate (PFNS), sodium salt
|
Perfluorodecanesulfonate (PFDS), sodium salt
|
|
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PERFLUOROALKYLCARBOXYLIC ACID (PFCA) C4-C14 NATIVE MIXTURE (UNLABELED) | メタノール | 2 μg/mL | ES-5587 | 1.2mL | 特化 | 1本 | 1065-00009 | 100,200 |
【成分】
Perfluorobutyric acid (PFBA)
|
Perfluoropentanoic acid (PFPeA)
|
Perfluorohexanoic acid (PFHxA), sodium salt
|
Perfluoroheptanoic acid (PFHpA)
|
Perfluorooctanoic acid (PFOA)
|
Perfluorononanoic acid (PFNA)
|
Perfluorodecanoic acid (PFDA)
|
Perfluoroundecanoic acid (PFUA), sodium salt
|
Perfluorododecanoic acid (PFDoA)
|
Perfluorotridecanoic acid (PFTrDA)
|
Perfluorotetradecanoic acid (PFTeDA)
|
|
品名 | 希釈溶媒 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
ES-5631 Method 537.1 PDS 1.2 mL in MeOH | メタノール | ES-5631 | 1.2mL | 特化 | 1本 | 1065-00014 | 販売中止 |
ES-5631-A Method 537.1 PDS 1.2 mL in MeOH | メタノール | ES-5631-A | 1.2mL | 特化 | 1本 | 1065-00030 | 166,600 |
【成分】
Perfluorohexanoic acid (PFHxA), sodium salt | Perfluorobutanesulfonate (PFBS), potassium salt |
Perfluoroheptanoic acid (PFHpA) | Potassium perfluorohexanesulfonate (PFHxS) (mixed isomers) |
Perfluorooctanoic acid (PFOA) | Perfluorooctanesulfonate (PFOS) (mixed isomers) |
Perfluorononanoic acid (PFNA) | N-Methylperfluorooctanesulfonamidoacetic acid (N-MeFOSAA) (mixed isomers) |
Perfluorodecanoic acid (PFDA), sodium salt | N-Ethylperfluorooctanesulfonamidoacetic acid (N-EtFOSAA) (mixed isomers) |
Perfluoroundecanoic acid (PFUA), sodium salt | Tetrafluoro-2-(heptafluoropropoxy)propanoic acid (HFPO-DA) (“GenX”) |
Perfluorododecanoic acid (PFDoA), sodium salt | 9-Chlorohexadecafluoro-3-oxanone-1-sulfonic acid (9Cl-PF3ONS) (F53BMAJ), potassium salt |
Perfluorotridecanoic acid (PFTrDA) | 11-Chloroeicosafluoro-3-oxaundecane-1-sulfonic acid (11Cl-PF3OUds) (F53BMIN), potassium salt |
Perfluorotetradecanoic acid (PFTeDA) | Dodecafluoro-3H-4,8-dioxanonanoic acid (NaDONA) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|
ES-5632 Method 537.1 Surrogate (SUR PDS) | メタノール | ES-5632 | 1.2mL | 1本 | 1065-00015 | 159,400 |
【成分】
Perfluorohexanoic acid (PFHxA), sodium salt (13C6, 99%) | N-Ethylperfluorooctanesulfonamidoacetic acid (N-EtFOSAA) (N-ethyl-D5, 98%) |
Perfluorodecanoic acid (PFDA) (13C9, 99%) | Tetrafluoro-2-(heptafluoropropoxy)propanoic acid (HFPO-DA) (“GenX”) (13C3, 99%) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
ES-5636 PFAS EF-28 Native Mix 1.2 mL in MeOH | メタノール | ES-5636 | 1.2mL | 特化 | 1本 | 1065-00016 | 販売中止 |
ES-5636-A PFAS EF-28 Native Mix 1.2 mL in MeOH | メタノール | ES-5636-A | 1.2mL | 特化 | 1本 | 1065-00028 | 142,600 |
【成分】
Perfluorobutyric acid (PFBA) | Perfluoropentanesulfonate (PFPeS), sodium salt |
Perfluoropentanoic acid (PFPeA), sodium salt | Perfluorohexanesulfonate (PFHxS), potassium salt (mixed isomers) |
Perfluorohexanoic acid (PFHxA), sodium salt | Perfluoroheptanesulfonate (PFHpS), sodium salt |
Perfluoroheptanoic acid (PFHpA) | Perfluorooctanesulfonate (PFOS), sodium salt |
Perfluorooctanoic acid (PFOA) | Perfluorodecanesulfonate (PFDS), sodium salt |
Perfluorononanoic acid (PFNA) | 1H,1H,2H,2H-Perfluorohexanesulfonate (4:2 FTS), sodium salt |
Perfluorodecanoic acid (PFDA) | 1H,1H,2H,2H-Perfluorooctanesulfonate (6:2 FTS), sodium salt |
Perfluoroundecanoic acid (PFUA), sodium salt | 1H,1H,2H,2H-Perfluorodecanesulfonate (8:2 FTS), sodium salt |
Perfluorododecanoic acid (PFDoA), sodium salt | 1H,1H,2H,2H-Perfluorododecanesulfonate (10:2 FTS), sodium salt |
Perfluorotridecanoic acid (PFTrDA) | Perfluorooctanesulfonamide (PFOSA) |
Perfluorotetradecanoic acid (PFTeDA) | N-Methylperfluorooctanesulfonamide (N-MeFOSA) |
Perfluorohexadecanoic acid (PFHxDA) | N-Methylperfluorooctanesulfonamidoacetic acid (N-MeFOSAA) (mixed isomers) |
Perfluorooctadecanoic acid (PFODA) | N-Ethylperfluorooctanesulfonamidoacetic acid (N-EtFOSAA) (mixed isomers) |
Perfluorobutanesulfonate (PFBS), potassium salt | Bis(1H,1H,2H,2H-Perfluorodecyl)phosphate (8:2-DiPAP) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
ES-5639 PFAS Superfund Mix 1 1.2 mL in MeOH | メタノール | ES-5639 | 1.2mL | 特化 | 1本 | 1065-00018 | 販売中止 |
【成分】
Perfluorobutyric acid (PFBA) | Perfluorobutanesulfonate (PFBS), potassium salt |
Perfluoropentanoic acid (PFPeA), sodium salt | Potassium perfluorohexanesulfonate (PFHxS) (mixed isomers) |
Perfluorohexanoic acid (PFHxA), sodium salt | Perfluorooctanesulfonate (PFOS) (mixed isomers) |
Perfluoroheptanoic acid (PFHpA) | 1H,1H,2H,2H-Perfluorohexanesulfonate (4:2 FTS), sodium salt |
Perfluorooctanoic acid (PFOA) | 1H,1H,2H,2H-Perfluorooctanesulfonate (6:2 FTS), sodium salt |
Perfluorononanoic acid (PFNA) | 1H,1H,2H,2H-Perfluorodecanesulfonate (8:2 FTS), sodium salt |
Perfluorodecanoic acid (PFDA), sodium salt | 1H,1H,2H,2H-Perfluorododecanesulfonate (10:2 FTS), sodium salt |
Perfluoroundecanoic acid (PFUA), sodium salt | Perfluorooctanesulfonamide (PFOSA) |
Perfluorododecanoic acid (PFDoA), sodium salt | N-Methylperfluorooctanesulfonamide (N-MeFOSA) |
Perfluorotetradecanoic acid (PFTeDA) | N-Methylperfluorooctanesulfonamidoacetic acid (N-MeFOSAA) (mixed isomers) |
Perfluorohexadecanoic acid (PFHxDA) | N-Ethylperfluorooctanesulfonamidoacetic acid (N-EtFOSAA) (mixed isomers) |
Perfluorooctadecanoic acid (PFODA) | Tetrafluoro-2-(heptafluoropropoxy)propanoic acid (HFPO-DA) (“GenX”) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
ES-5640 PFAS SIL Superfd Mix 1 1.2 mL in MeOH | メタノール | ES-5640 | 1.2mL | 特化 | 1本 | 1065-00017 | 295,400 |
【成分】
Perfluorobutyric acid (PFBA), sodium salt (13C3, 99%) | Potassium perfluoro-1-hexanesulfonate (PFHxS) (13C6, 99%) |
Perfluoropentanoic acid (PFPeA), sodium salt (13C5, 99%) | Sodium perfluoro-1-octanesulfonate (PFOS) (13C8, 99%) |
Perfluorohexanoic acid (PFHxA), sodium salt (13C6, 99%) | 1H,1H,2H,2H-Perfluorohexanesulfonate (4:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluoroheptanoic acid (PFHpA), sodium salt (13C7, 99%) | 1H,1H,2H,2H-Perfluorooctanesulfonate (6:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluoro-n-octanoic acid (PFOA) (13C8, 99%) | 1H,1H,2H,2H-Perfluorodecanesulfonate (8:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluorononanoic acid (PFNA) (13C9, 99%) | 1H,1H,2H,2H-Perfluorododecanesulfonate (10:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluorodecanoic acid (PFDA) (13C9, 99%) | Perfluorooctanesulfonamide (PFOSA) (13C8, 99%) |
Perfluoroundecanoic acid (PFUA), sodium salt (13C9, 99%) | N-Methylperfluorooctanesulfonamide (N-MeFOSA) (D3, 98%) |
Perfluorododecanoic acid (PFDoA), sodium salt (13C12, 99%) | N-Methylperfluorooctanesulfonamidoacetic acid (N-MeFOSAA) (D3, 98%) |
Perfluorotetradecanoic acid (PFTeDA) (13C2, 99%) | N-Ethylperfluorooctanesulfonamidoacetic acid (N-EtFOSAA) (D5, 98%) |
Perfluorohexadecanoic acid (PFHxDA) (13C2, 99%) | Tetrafluoro-2-(heptafluoropropoxy)propanoic acid (HFPO-DA) (“GenX”) (13C3, 99%) |
Perfluorobutanesulfonate (PFBS), potassium salt (13C4, 99%) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|
ES-5641 PFAS SIL Superfd Mix 2 1.2 mL in MeOH | メタノール | ES-5641 | 1.2mL | 1本 | 1065-00019 | 191,800 |
【成分】
Perfluorobutyric acid (PFBA), sodium salt (13C3, 99%) | Perfluorotetradecanoic acid (PFTeDA) (13C2, 99%) |
Perfluoropentanoic acid (PFPeA), sodium salt (13C5, 99%) | Perfluorobutanesulfonate (PFBS), potassium salt (13C4, 99%) |
Perfluorohexanoic acid (PFHxA), sodium salt (13C6, 99%) | Potassium perfluoro-1-hexanesulfonate (PFHxS) (13C6, 99%) |
Perfluorodecanoic acid (PFDA) (13C9, 99%) | 1H,1H,2H,2H-Perfluorooctanesulfonate (6:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluoroundecanoic acid (PFUA), sodium salt (13C9, 99%) | 1H,1H,2H,2H-Perfluorodecanesulfonate (8:2 FTS), sodium salt (13C2, 99%; D4, 98%) |
Perfluorododecanoic acid (PFDoA), sodium salt (13C12, 99%) | Perfluorooctanesulfonamide (PFOSA) (13C8, 99%) |
品名 | 希釈溶媒 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|
Prim Dilut 1.2mL in MeOH | メタノール | ES-5610-A EPA | 1.2mL | 特化 | 1本 | 1065-00021 | 120,000 |
PFOS,PFOA キャリブレーションスタンダードキット
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PFOS/PFOA CALIBRATION SERIES CS1 - CS5 (UNLABELED/13C, 99%) | メタノール | - | ES-5570 | 5×0.25mL | 特化 | 1組 | 1065-00010 | 282,800 |
【キット内訳】
![](data:image/png;base64,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)
PFOS,PFOA Injection Standard mix
品名 | 希釈溶媒 | 濃度 | メーカーP/N | 容量 | 毒劇区分 | 入数 | Cat.No. | 価格 |
---|---|---|---|---|---|---|---|---|
PFOS/PFOA INJECTION STANDARD MIXTURE (13C9, 99%) | メタノール | 2000 ng/mL | ES-5572 | 3mL | 特化 | 1本 | 1065-00012 | 103,400 |
【成分】 ※PFOS,PFOAは含まれておりません。
Perfluorononanoic acid (13C9, 99%)
|
注)「特化」製品は、ご注文の際に確約書の提出が必要です。