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  2. Double check valve - Wikipedia

    en.wikipedia.org/wiki/Double_check_valve

    A double check valve or double check assembly (DCA) is a backflow prevention device designed to protect water supplies from contamination. [1] It is different from the two-way check valves (sometimes erroneously referred to as double check valves) used in air brake systems on heavy trucks which select from the highest pressure source.

  3. Lowe's - Wikipedia

    en.wikipedia.org/wiki/Lowe's

    For the fiscal year 2019 (2/1/2019-1/31/2020), Lowe's reported earnings of US$4.281 billion, with an annual revenue of US$72.148 billion, an increase of 1.17% over the previous fiscal cycle. [29] Lowe's shares traded at over $116 per share, [30] and its market capitalization was valued at over US$90.32 billion in January 2020. [31]

  4. Kobalt (tools) - Wikipedia

    en.wikipedia.org/wiki/Kobalt_(tools)

    Lowe's and manufacturing partner J.H. Williams launched Kobalt in 1998, [1] with the intention of competing against rival retailers Sears and The Home Depot and their respective Craftsman and Husky tool brands. [2] In 2003, the Danaher Corporation began producing the majority of Kobalt hand tools. [3] [4]

  5. Check valve - Wikipedia

    en.wikipedia.org/wiki/Check_valve

    Tilting-disc inconel check valve Check valve symbol on piping and instrumentation diagrams. The arrow shows the flow direction. Vertical lift check valve. A check valve, non-return valve, reflux valve, retention valve, foot valve, or one-way valve is a valve that normally allows fluid (liquid or gas) to flow through it in only one direction. [1]

  6. Duckbill valve - Wikipedia

    en.wikipedia.org/wiki/Duckbill_valve

    A duckbill valve is a check valve, usually manufactured from rubber or synthetic elastomer, and has two or more flaps, usually shaped like the beak of a duck. [1] It is commonly used in medical applications to prevent contamination due to backflow. A cross-section diagram of a Duckbill valve.

  7. Partial stroke testing - Wikipedia

    en.wikipedia.org/wiki/Partial_stroke_testing

    PFD avg = [(1-PTC)×λ D ×(TI FC /2)] + [PTC×λ D ×(TI PST /2)] Where: PTC = Proof test coverage of the partial stroke test. λ D = The dangerous failure rate of the safety function. TI FC = The full closure interval, i.e. how often the valve must be full closed for testing. TI PST = The partial stroke test interval.

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