{"id":44676,"date":"2019-08-17T09:27:26","date_gmt":"2019-08-17T03:57:26","guid":{"rendered":"https:\/\/ye1o34zhk8.onrocket.site\/?p=44676"},"modified":"2020-03-27T10:05:35","modified_gmt":"2020-03-27T04:35:35","slug":"interface-level-calculation","status":"publish","type":"post","link":"https:\/\/instrumentationtools.com\/interface-level-calculation\/","title":{"rendered":"How to do Interface Level Calculation using DP Transmitter ?"},"content":{"rendered":"

Interface level calculation<\/strong> is not complicated.<\/p>\n

If we just have our basics concepts clear it is very straight forward.<\/p>\n

First simple pressure measurement formula<\/h4>\n

\"Pressure<\/p>\n

<\/div>\n

The pic above shows a Container of Height 100 Inches<\/p>\n

And this tank contains Liquid of Specific gravity 0.9<\/p>\n

So what is the pressure at the bottom?<\/p>\n

Height x Specific gravity = InH2O<\/h4>\n

100 (inches) X 0.9 = 90 inH2O<\/p>\n

This Formula is adapted from Rosemount<\/a> technical Datasheet (paper no :- 00816-0100-3207)<\/p>\n

Note :- Specific gravity :- It compares with Density of substance with that of WATER (H2O)<\/p>\n

Hence when we multiply ,<\/p>\n

Height (Inches)\u00a0x S.G ( Comparing with Density of substance with that of WATER (H2O))<\/p>\n

= inH2O (The unit we get as product<\/strong>)<\/p>\n

This our Simple Formula that we will be using.<\/p>\n

Interface Level Calculation<\/h2>\n

One prerequisite recommended for this system is to fill impulse lines with Heavier fill fluid<\/em>.<\/p>\n

At 4mA Case ( Zero interface level ) :-<\/h3>\n

\"Zero<\/p>\n

In this case the entire portion we are measuring will be filled with \u201cLighter fluid\u201d .<\/p>\n

So as per our formula<\/p>\n

Pressure at HP tapping<\/strong>\u00a0=\u00a0Height<\/strong>\u00a0X\u00a0Specific gravity<\/strong><\/h4>\n

Pressure at HP tapping = 100 inches X 0.5 = 50 inH2O<\/h4>\n

(One prerequisite recommended for this system is to fill LP impulse lines with Heavier fill fluid to get stable reading at 20mA )<\/p>\n

Hence<\/p>\n

Pressure at LP tapping = Height\u00a0X Specific gravity<\/h4>\n

Pressure at LP tapping = 100 inches X 1 = 100 inH2O<\/h4>\n

Differential pressure of Transmitter = H.P \u2013 L.P<\/h4>\n

Differential pressure of Transmitter = 50 inH2O \u2013 100 inH2O = -50 inH2O<\/h4>\n

It means at -50 inH2O transmitter will give 4mA<\/h4>\n

Hurry we are already half way !!!!!<\/p>\n

At 20mA Case ( When tank is full with Heavy fluid)<\/h3>\n

\"Full<\/p>\n

<\/div>\n

As per our formula<\/p>\n

Pressure at HP tapping\u00a0=\u00a0Height\u00a0X\u00a0Specific gravity<\/h4>\n

Pressure at HP tapping\u00a0= 100 inches X 1 =100 inH2O<\/h4>\n

Pressure at LP tapping = Height\u00a0X Specific gravity<\/h4>\n

Pressure at LP tapping = 100 inches X 1 =100 inH2O (as LP tapping is filled with Heavier fluid)<\/h4>\n

Differential pressure of Transmitter = H.P \u2013 L.P<\/h4>\n

Differential pressure of Transmitter = 100 inH2O \u2013 100 inH2O = 0 inH2O<\/h4>\n

It means at 0 inH2O transmitter will give 20mA<\/h4>\n

So here\u2019s our calibration range \u201c-50 inH2<\/sub>O to 0 inH2<\/sub>O\u201d<\/h3>\n

For Extra information, what if we need to know what would transmitter give at 50% of Interface<\/p>\n

Case 3 ( 50% is filled with Lighter fluid and 50% is filled with heavier fluid)<\/h3>\n

\"Interface<\/p>\n

<\/div>\n

50 % of transmitter output will be 12mA transmitter at-25inH2O (Half of total calibration range -50inH2O to 0inH2O )<\/p>\n

Interface = { (D.P by transmitter \u2013 Lower calibration range)\/Span } X Total C-C distance<\/h4>\n

Here C-C distance nothing but center to center of measuring distance, as shown in above picture.<\/p>\n

I = { ( -25 inH2O \u2013 (-50 inH2O)\u00a0) X 50inH2O } X 100 inH2O<\/p>\n

Interface = 50 inH2O<\/strong><\/p>\n

Cross checking<\/em><\/p>\n

Our total distance is 100 inches of H2O<\/em><\/p>\n

When interface is at 50% means Interface between Lighter and heavier fluid will be at 50 inH2O<\/em><\/p>\n

Thanks for reading !<\/em><\/p>\n

Author : Asad Shaikh<\/h4>\n

Profile : Linkedin<\/a><\/p>\n

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Interface level calculation is not complicated. If we just have our basics concepts clear it is very straight forward. First simple pressure measurement formula The pic above shows a Container of Height 100 Inches And this tank contains Liquid of Specific gravity 0.9 So what is the pressure at the bottom? Height x Specific gravity […]<\/p>\n","protected":false},"author":1,"featured_media":44681,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_mo_disable_npp":"","footnotes":""},"categories":[22],"tags":[52009,52243,41997,8527,27673,34931,45436,3776,52028,565,45402,3778,3773,45074,52005,52001,45400,52003,52016,52020,41998],"class_list":{"0":"post-44676","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-level-measurement","8":"tag-best-interface-level-measurement","9":"tag-calibration-for-interface-level-measurement","10":"tag-closed-tank-interface-level-measurement","11":"tag-differential-pressure-interface-level","12":"tag-differential-pressure-transmitter-for-interface-level-measurement","13":"tag-displacer-interface-level-measurement","14":"tag-displacer-interface-level-measurement-calculations","15":"tag-dp-interface-level-calculation","16":"tag-dp-transmitter-interface-level-transmitter","17":"tag-interface-level","18":"tag-interface-level-calculation","19":"tag-interface-level-calculation-of-dp","20":"tag-interface-level-dp","21":"tag-interface-level-measurement-calculation","22":"tag-interface-level-measurement-calibration","23":"tag-interface-level-measurement-dp-transmitter","24":"tag-interface-level-measurement-formula","25":"tag-interface-level-measurement-techniques","26":"tag-liquid-interface-level-measurement","27":"tag-measurement-of-interface-level","28":"tag-tank-interface-level-measurement"},"yoast_head":"\nHow to do Interface Level Calculation using DP Transmitter ?<\/title>\n<meta name=\"description\" content=\"DP Transmitter used for interface level measurement. 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