industrial transmitter conductivity apparatus, 1.Sacle:0~200,000us/cm, 2.Temperature:-10~80C,80~180C, 3.Output:4~20mA - more info check here: http://www.buymeasuringtools.com/DDM-industrial-transmitter-conductivity-apparatus-10256076/

Place of Origin: Shandong China (Mainland)
Brand Name: CHEMINS
Model Number: DDM
Measurement scale: 0-200,000μs/cm
Accuracy: 1.5 class
Drift: ≤ 0.5% / 24 Hour
Output signal: 4 ~ 20mA
Operating pressure: 0.6MPa or 2.5MPa
Medium temperature: -10 ~ 80℃, 80 ~ 180℃
Ambient temperature: -10 ~ 55 ℃
Humidity: ≤ 95%

industrial transmitter conductivity apparatus

1.Sacle:0~200,000us/cm

2.Temperature:-10~80C,80~180C

3.Output:4~20mA

Port: Qingdao

Minimum Order Quantity: 1 Piece/Pieces

Supply Ability: 500 Unit/Units per Month

Payment Terms: T/T

Contact SupplierPackaging Detail: 1 unit in single wooden case.

Delivery Detail: 1-2 week after receive payment

DDM series conductivity transmitter

Overview

DDM series industry conductivity transmitters is a kind of process meter which measure ion concentration by indirectly measuring the conductivity of the solution. It can work on line to measure the aqueous solution’s conductivity in industrial processes.

Conductivity is an important indicator of water purity. The amount of impurities of boiler water, semiconductor industrial used demonized water, distilled water and in industrial wastewater, is measured by conductivity. The concentration of acids, alkali and salt solution in various chemical liquid, and the dissolved oxygen in boiler water can all be measured by conductivity.

Technical parameter

Measurement scale | 0-10 ~ 0-50,000μs/cm |

Accuracy | 1.5 class |

Drift | ≤ 0.5% / 24 Hour |

Load characteristics | 0 ~ 600Ω for 4 ~ 20mA |

170 ~ 250VAC | |

0 ~ 1200Ω for 0 ~ 10mA | |

Operating pressure | 0.6MPa or 2.5MPa |

Medium temperature | -10 ~ 80°C, 80 ~ 180°C |

Environmental conditions | Ambient temperature: -10 ~ 55 °C |

Humidity: ≤ 95% |

Working principle

1. The concept of conductance and conductivity

Electrolyte solution is like the metal conductor, is a good conductor for electricity. Therefore, current flows through the electrolyte, there must be resistance effect, and in accordance with Ohm's law. However, the resistance temperature characteristics of liquid is contrast with metal conductor, it’s temperature characteristic is negative. As distinguished from the metal conductor, the conductance of electrolyte solution is expressed by the reciprocal of the resistance, and the conductivity is the reciprocal of the resistivity. If G represent conductance, S represent conductivity, then there is the following formula:

Where:

R - Liquid resistance, Ω.

ρ - Resistivity, Ω · cm.

L - Distance between plate of the electrode, cm.

A - Electrode plate’s cross-sectional area, cm^{2}.

G - Conductance, S (Siemens, 1S = 1Ω^{-1}).

S - Conductivity, S · cm^{-1}or (Ω · cm)^{-1}

k - Electrode constant, cm^{-1}.

When L = 1cm and A = 1cm^{2}, G = S. Means that 1 cm^{3}volume of the solution’s conductance is conductivity. If fill 1 molar’s solution in the 1 cm^{3}volume, then it’s called molar conductivity.

2. The conductivity measurement

Two mutually insulated electrode formed the conductivity cell, in which, fill with target medium. Pass through alternating current with constant voltage, to form the electrical circuit. Fixed voltage and electrode size, the loop current I is a function of the conductivity:

I_{0}= f (s) = K · S + d

Where K is the slope of linear equation, and related with power supply parameter of the conductivity cell. Change the power supply parameters, you can change the slope (measuring range). Linear equation fixed the range of output current, so when S = 0, the constant d can be calculated, which can determine the current value that flowing through the target medium. So the conductivity can be measured by current. See figure below.

In the electrolyte solution, the larger of the ion concentration per unit volume, the greater of the conductivity; The higher of the valence of ions, the greater of the conductivity; The faster of the ion mobility, the greater of the conductivity. The conductivity of the absolutely pure water is 5.5 × 10^{-8}S/cm (25°C). The relationship of conductivity for different aqueous solution is as follows: