Examiner des modifications individuelles
Cette page vous permet d'examiner les variables générées pour une modification individuelle par le filtre antiabus et de les tester avec les filtres.
Variables générées pour cette modification
Variable | Valeur |
---|---|
Si la modification est marquée comme mineure ou non (minor_edit) | |
Nom du compte d’utilisateur (user_name) | Candida78K |
Groupes (y compris implicites) dont l'utilisateur est membre (user_groups) | *
user
autoconfirmed
|
Si un utilisateur est ou non en cours de modification via l’interface mobile (user_mobile) | |
Numéro de la page (article_articleid) | 0 |
Espace de noms de la page (article_namespace) | 0 |
Titre de la page (sans l'espace de noms) (article_text) | Bus Bar Calculators |
Titre complet de la page (article_prefixedtext) | Bus Bar Calculators |
Action (action) | edit |
Résumé/motif de la modification (summary) | |
Ancien modèle de contenu (old_content_model) | |
Nouveau modèle de contenu (new_content_model) | wikitext |
Ancien texte de la page, avant la modification (old_wikitext) | |
Nouveau texte de la page, après la modification (new_wikitext) | <br>You may think you know all there is to know about busbar rating tables and gauges, but have you taken the time to consider the potential hazards and benefits of using one? How well would you use it if you were building an HVAC system? How will it perform if you have an air handler on it? What if your system breaks down in extreme weather? How will the busbar rating table and gauge perform? These are just some of the questions you should ask before purchasing busbar gauges and rating systems.<br><br><br>The primary consideration in busbar rating is the relationship between the resistance and ampacity of conductors, as well as the effect of temperature rise and other environmental factors on them. Resistance is defined as the amount of force required to move an object at a constant speed. In the case of busbars, this refers to the ability of a conductor to handle the current coming into its circuit. Copper busbars, for example, have greater resistance to changes in current than those made of other materials.<br><br><br>However, as currents increase, the resistance also changes. This means that the current will exceed the ability of a conductor to carry it. To solve this problem, manufacturers have developed various ways to calculate size and capacity. Most commonly, they rely on Ohm's law, which is essentially a calculation of voltage vs. resistance. The equation uses a constant voltage as the input and assumes a constant current that will be applied until the output, which is the measured value at the end of the set length. In order to calculate the size and capacity, the Ohm's law is used multiple times, to calculate the relationship between the variables.<br><br><br>A second method used to determine the size is to determine the maximum allowable current density. If the current density is lower than the maximum allowable, it can be set within the busbar dimensions. When you use a busbar with low-current carrying capacity, it is still air, and can't be a conductive metal like a ferrous or aluminum busbar.<br><br><br>There are still several other ways to calculate a bus bar size and the current carrying capacity it offers. The most traditional way to calculate size and capacity is based on the static structure, which involves finding the center-to-dots for each individual bar. By using this method, you get the square footage and width of each individual busbar. Another method of calculation relies on the dynamic element, which involves taking the elevation and location of a structure at different heights. This equation can be solved using poles, which can be moved vertically in the structure.<br><br><br>A third method of calculation uses an impedance source. The resistance is applied between the copper bus bar and the shafts. The equation of displacement determines the length, height, and the voltage that need to be applied between the source and the busbar. The busbar rating is then used to calculate the current carrying capacity of the device. To calculate the maximum capacity of a busbar and its cross section, the maximum voltage rating can be calculated.<br><br><br>For every application, there is a different requirement for size, capacity, and cross section area. You have to make sure that your device will meet the needs and specifications. If your application requires a high current capacity, you have to make sure that the copper bus bars you will use can provide that current. Likewise, if the current carrying capacity is low, the copper bus bars you will use should have low capacity. The calculation of the busbar cross section area will help you determine the size and the capacity of your busbars.<br><br><br>If you use any graphical methods in your busbar design calculations, it should be done only after careful and thorough calculation of your current carrying capacity has been greatly simplified by the provision of exact formulae for some of the commonly used busbars. The calculation can be performed using either resistive or conductive busbars. When you loved this post and you would love to receive much more information relating to [https://www.rhibusbar.com/ Copper busbar] generously visit our web-page. The graphical method should be performed only once you have completed the other calculations to determine the right configuration.<br> |
Diff unifié des changements faits lors de la modification (edit_diff) | @@ -1,1 +1,1 @@
-
+<br>You may think you know all there is to know about busbar rating tables and gauges, but have you taken the time to consider the potential hazards and benefits of using one? How well would you use it if you were building an HVAC system? How will it perform if you have an air handler on it? What if your system breaks down in extreme weather? How will the busbar rating table and gauge perform? These are just some of the questions you should ask before purchasing busbar gauges and rating systems.<br><br><br>The primary consideration in busbar rating is the relationship between the resistance and ampacity of conductors, as well as the effect of temperature rise and other environmental factors on them. Resistance is defined as the amount of force required to move an object at a constant speed. In the case of busbars, this refers to the ability of a conductor to handle the current coming into its circuit. Copper busbars, for example, have greater resistance to changes in current than those made of other materials.<br><br><br>However, as currents increase, the resistance also changes. This means that the current will exceed the ability of a conductor to carry it. To solve this problem, manufacturers have developed various ways to calculate size and capacity. Most commonly, they rely on Ohm's law, which is essentially a calculation of voltage vs. resistance. The equation uses a constant voltage as the input and assumes a constant current that will be applied until the output, which is the measured value at the end of the set length. In order to calculate the size and capacity, the Ohm's law is used multiple times, to calculate the relationship between the variables.<br><br><br>A second method used to determine the size is to determine the maximum allowable current density. If the current density is lower than the maximum allowable, it can be set within the busbar dimensions. When you use a busbar with low-current carrying capacity, it is still air, and can't be a conductive metal like a ferrous or aluminum busbar.<br><br><br>There are still several other ways to calculate a bus bar size and the current carrying capacity it offers. The most traditional way to calculate size and capacity is based on the static structure, which involves finding the center-to-dots for each individual bar. By using this method, you get the square footage and width of each individual busbar. Another method of calculation relies on the dynamic element, which involves taking the elevation and location of a structure at different heights. This equation can be solved using poles, which can be moved vertically in the structure.<br><br><br>A third method of calculation uses an impedance source. The resistance is applied between the copper bus bar and the shafts. The equation of displacement determines the length, height, and the voltage that need to be applied between the source and the busbar. The busbar rating is then used to calculate the current carrying capacity of the device. To calculate the maximum capacity of a busbar and its cross section, the maximum voltage rating can be calculated.<br><br><br>For every application, there is a different requirement for size, capacity, and cross section area. You have to make sure that your device will meet the needs and specifications. If your application requires a high current capacity, you have to make sure that the copper bus bars you will use can provide that current. Likewise, if the current carrying capacity is low, the copper bus bars you will use should have low capacity. The calculation of the busbar cross section area will help you determine the size and the capacity of your busbars.<br><br><br>If you use any graphical methods in your busbar design calculations, it should be done only after careful and thorough calculation of your current carrying capacity has been greatly simplified by the provision of exact formulae for some of the commonly used busbars. The calculation can be performed using either resistive or conductive busbars. When you loved this post and you would love to receive much more information relating to [https://www.rhibusbar.com/ Copper busbar] generously visit our web-page. The graphical method should be performed only once you have completed the other calculations to determine the right configuration.<br>
|
Lignes ajoutées lors de la modification (added_lines) | <br>You may think you know all there is to know about busbar rating tables and gauges, but have you taken the time to consider the potential hazards and benefits of using one? How well would you use it if you were building an HVAC system? How will it perform if you have an air handler on it? What if your system breaks down in extreme weather? How will the busbar rating table and gauge perform? These are just some of the questions you should ask before purchasing busbar gauges and rating systems.<br><br><br>The primary consideration in busbar rating is the relationship between the resistance and ampacity of conductors, as well as the effect of temperature rise and other environmental factors on them. Resistance is defined as the amount of force required to move an object at a constant speed. In the case of busbars, this refers to the ability of a conductor to handle the current coming into its circuit. Copper busbars, for example, have greater resistance to changes in current than those made of other materials.<br><br><br>However, as currents increase, the resistance also changes. This means that the current will exceed the ability of a conductor to carry it. To solve this problem, manufacturers have developed various ways to calculate size and capacity. Most commonly, they rely on Ohm's law, which is essentially a calculation of voltage vs. resistance. The equation uses a constant voltage as the input and assumes a constant current that will be applied until the output, which is the measured value at the end of the set length. In order to calculate the size and capacity, the Ohm's law is used multiple times, to calculate the relationship between the variables.<br><br><br>A second method used to determine the size is to determine the maximum allowable current density. If the current density is lower than the maximum allowable, it can be set within the busbar dimensions. When you use a busbar with low-current carrying capacity, it is still air, and can't be a conductive metal like a ferrous or aluminum busbar.<br><br><br>There are still several other ways to calculate a bus bar size and the current carrying capacity it offers. The most traditional way to calculate size and capacity is based on the static structure, which involves finding the center-to-dots for each individual bar. By using this method, you get the square footage and width of each individual busbar. Another method of calculation relies on the dynamic element, which involves taking the elevation and location of a structure at different heights. This equation can be solved using poles, which can be moved vertically in the structure.<br><br><br>A third method of calculation uses an impedance source. The resistance is applied between the copper bus bar and the shafts. The equation of displacement determines the length, height, and the voltage that need to be applied between the source and the busbar. The busbar rating is then used to calculate the current carrying capacity of the device. To calculate the maximum capacity of a busbar and its cross section, the maximum voltage rating can be calculated.<br><br><br>For every application, there is a different requirement for size, capacity, and cross section area. You have to make sure that your device will meet the needs and specifications. If your application requires a high current capacity, you have to make sure that the copper bus bars you will use can provide that current. Likewise, if the current carrying capacity is low, the copper bus bars you will use should have low capacity. The calculation of the busbar cross section area will help you determine the size and the capacity of your busbars.<br><br><br>If you use any graphical methods in your busbar design calculations, it should be done only after careful and thorough calculation of your current carrying capacity has been greatly simplified by the provision of exact formulae for some of the commonly used busbars. The calculation can be performed using either resistive or conductive busbars. When you loved this post and you would love to receive much more information relating to [https://www.rhibusbar.com/ Copper busbar] generously visit our web-page. The graphical method should be performed only once you have completed the other calculations to determine the right configuration.<br>
|
Horodatage Unix de la modification (timestamp) | 1669238278 |