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General Accessories Screws, Bugle Head, Self Drilling Point, 7 X 20mm, Bag 1000

General Accessories Screws, Bugle Head, Self Drilling Point, 7 X 20mm, Bag 1000

General Accessories Screws, Bugle Head, Self Drilling Point, 7 X 20mm, Bag 1000

Item Number: 357/20B

Retail
$109.71
RRP (Inc. GST)

Datasheet

Barcode

Qty UoM EAN Colour
-
-
-

Specifications

Design

Product brand

Clipsal

Surface treatment

zinc plated

Physical

Length

20 mm

Screwdriver shape

Philips

EU RoHS Directive

Compliant

Mercury free

Yes

RoHS exemption information

Yes

China RoHS Regulation

Product out of China RoHS scope. Substance declaration for your information

Environmental Disclosure

ENVPEP060307EN

Material

Material

steel

Others

Screw gauge

7g

Shape of screw head

  • pozidriv No 2
  • bugle head
    • Screw type

      self drilling

      Size of screw head

      9 mm

      Unit Type of Package 1

      PCE

      Number of Units in Package 1

      1

      Package 1 Weight

      1.706 kg

      Package 1 Height

      9.8 cm

      Package 1 width

      10.6 cm

      Package 1 Length

      11.2 cm
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      Frequently Asked Questions

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      What is the part number for the bitsa box?

      The part number for the bitsa box is 357TB.
      Some of the key features are:
      • Tool boxes
      • 12 compartment transparent box with assorted screws, screws and quantities included
      • Includes: 357WF30 (100), 357/20 (150), 357WH12 (350), 357P30 (200), 357P20 (300), 357WH25 (100), 357PH50 (50), 357/63 (50), 357WHP32 (100), 357PH45 (100), 357/35 (100), 357/40 (100)
      For further information please visit www.clipsal.com/Trade/Products/ProductDetail?catno=357TB


       

      What is the material of construction of 357P20, pan head screws?

      357P20 is made of Zinc plated steel. 

      For further information, please visit https://www.clipsal.com/Trade/Products/ProductDetail?catno=357P20


       

      what is the part no for a double gang square wall box?

      the aprt no is 157/2

      For further information use this link https://www.clipsal.com/Trade/Products/ProductDetail?catno=157/2

      User-added image

      How to calculate Energy readings from the raw Integer register data on an Energy Meter

      Issue
      The energy values are stored across two 16-bit integer registers on an energy meter. 

      Product Line
      Energy Meter

      Environment
      Reading and converting Modbus register values

      Resolution
      The Energy Meter stores energy across two 16-bit integer registers.

      Register #1 and Register #2 (Modbus address 257/258 for Register #1 and 259/260 for Register #2). Register #2 is the High WORD and Register #1 is the Low WORD. 

      The Multiplier/Divisor table states that both of these registers must be divided by 32 to obtain the real value from the raw data.
      The Multiplier/Divisor should NOT be applied to both registers. It is applied to the final value of both registers.

      To calculate the Energy the registers must first be arranged as the register list states [2] is the High word and [1] is the Low word.

      To make [2] the High word it needs to be shifted to the left 16 bits.
      To accomplish this multiply the value in [2] by 65,356.
      You will then add this value to the value in [1].
      The final value will be divided or multiplied by the correct scaling value. Please see the example listed below.

      For this example we will assume an Energy Meter with 300 amp CTs. According to the Integer Multiplier/ Divisor table, 300 amp CTs will give a divisor value, (d), of 32 and a multiplier value, (m), of 0.03125.
      We will assume the following register values.
      Register #1 = 29,586
      Register #2 = 31

      Using Divisor Table
      kWh = ([R2]*65,536+[R1])/d
      kWh = (31*65,536+29,586) / 32
      kWh = 64412.56

      Using Multiplier Table
      kWh = ([R2]*65,536+[R1]) * m
      kWh = (31*65,536+29,586) * 0.03125
      kWh = 64412.56

      *Note the divisor will not always be 32 and the multiplier will not always be 0.03125. For the correct values please see the Integer Multiplier Table.