What is the unit ml/g/um in mercury porosimetery?

In summary, the unit ml/g/um in mercury porosimetery refers to the volume of mercury per unit weight of the sample per unit length of the pore radius. It is commonly used in scientific research to analyze the pore structure of materials such as rocks, soils, and ceramics. The principle behind mercury porosimetery is based on the fact that mercury is a non-wetting liquid and can penetrate into small pores and voids under pressure. Some advantages of using this method include its ability to measure the entire range of pore sizes, accuracy and reproducibility, and non-destructive nature. However, it does have limitations such as the inability to measure pores smaller than 3 nm, potential hazards, and interference from certain materials.
  • #1
Salish99
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One of the outputs of mercury porosimetry is Differential intrusion in ml/g/um.
this is ml of Hg per g of sample per um of what?
What is that micrometer? The characteristic length of the sample, the average pore diameter or radius?.

Also, why is there a "log differential intrusion", for which the unit is ml/g. The um have vanished but what has been log-ed?

Thx.
 
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  • #2
anybody? :smile:
 
  • #3


Mercury porosimetry is a common technique used in material science and geology to measure the pore size distribution and porosity of a sample. The unit ml/g/um refers to the amount of mercury (ml) per gram (g) of sample per micrometer (um) of characteristic length. The characteristic length can refer to the average pore diameter or radius of the sample.

The "log differential intrusion" refers to the logarithmic scale used to represent the differential intrusion volume, which is the difference between the volume of mercury in the sample before and after intrusion. This scale is used because the range of pore sizes and volumes can vary greatly, and a logarithmic scale allows for a more accurate representation of these variations. The units ml/g still refer to the amount of mercury per gram of sample. The um have not vanished, they are still represented in the characteristic length.

In summary, the unit ml/g/um in mercury porosimetry refers to the amount of mercury per gram of sample per micrometer of characteristic length, and the "log differential intrusion" represents the logarithmic scale used to accurately measure the differential intrusion volume.
 

What is the unit ml/g/um in mercury porosimetery?

The unit ml/g/um in mercury porosimetery refers to the volume of mercury (ml) per unit weight (g) of the sample per unit length (um) of the pore radius. It is commonly used to measure the pore size distribution of porous materials.

How is mercury porosimetery used in scientific research?

Mercury porosimetery is used in scientific research to analyze the pore structure of materials such as rocks, soils, and ceramics. It provides information on pore size, pore volume, and pore connectivity, which can help in understanding the physical properties and behavior of these materials.

What is the principle behind mercury porosimetery?

The principle behind mercury porosimetery is based on the fact that mercury is a non-wetting liquid and can penetrate into small pores and voids under pressure. By measuring the volume of mercury at different pressures, the pore size distribution of a material can be determined.

What are the advantages of using mercury porosimetery?

One of the main advantages of using mercury porosimetery is its ability to measure the entire range of pore sizes, from large voids to micropores. It also provides accurate and reproducible results and can be used on a wide range of materials. Additionally, it is a non-destructive method, allowing for further analysis on the same sample.

Are there any limitations of using mercury porosimetery?

While mercury porosimetery is a valuable tool in analyzing pore structure, it does have some limitations. It cannot measure pores smaller than 3 nm, and the use of mercury can be hazardous. Additionally, the presence of certain materials, such as clays, can interfere with the results. Careful sample preparation and interpretation of data are necessary to overcome these limitations.

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