Continuous and Indeterminate Beams Manufacturer,Supplier and Exporter in India

Continuous and Indeterminate Beams

Product Code : EL-NGSP-11392
Educational Instrument is a leading Continuous and Indeterminate Beams Manufacturer,and suppliers in India, Continuous and Indeterminate Beams Uruguay (Montevideo), Continuous and Indeterminate Beams Uzbekistan (Tashkent), Continuous and Indeterminate Beams Venezuela (Caracas), Continuous and Indeterminate Beams Vietnam (Hanoi), Continuous and Indeterminate Beams Yemen (Sana'a), Continuous and Indeterminate Beams Zambia (Lusaka), Zimbabwe (Harare), Eswatini (Mbabane) (Lobamba), Ethiopia (Addis Ababa), Fiji (Suva), Gabon (Libreville), Gambia (Banjul), Georgia (Tbilisi), Ghana (Accra), India (Delhi, Mumbai, Kolkatta, Chennai), Indonesia (Jakarta), Iraq (Baghdad), Ivory Coast (Yamoussoukro), Jamaica (Kingston), Jordan (Amman), Kazakhstan (Astana), Kenya (Nairobi), Kiribati (Tarawa), Kosovo (Pristina), Kuwait (Kuwait City), Kyrgyzstan (Bishkek), Laos (Vientiane), Latvia (Riga), Lebanon (Beirut), Lesotho (Maseru), Liberia (Monrovia), Libya (Tripoli), Lithuania (Vilnuis), Luxembourg (Luxembourg), Malawi (Lilongwe), Malaysia (Federal Territory of Kuala Lumpur), Maldives (Malle), Mali (Federal Territory of Kuala Lumpur), Malta (Male), Mauritania (Nouakchott), Mauritius (Port Louis), Mexico (Mexico City), Mongolia (Ulaanbaatar), Bulgaria (Sofia), Burkina Faso (Ouagadougou), Burundi (Gitega), Cambodia (Phnom Penh), Cameroon (Yaoundé), Cape Verde (Praia), Central African Republic (Bangui), Chad (N'Djamena), Chile (Santiago), Colombia (Bogota), Comoros (Moroni), Congo (Kinshasa), Costa Rica (San José), Croatia (Zagreb), Cuba (Havana), Cyprus (Nicosia), Czech Republic (Prague), Denmark (Copenhagen) ,Djibouti (Djibouti City), Dominican Republic (Santo Domingo), DR Congo (Kinshasa), Ecuador (Quito), Egypt (Cairo), El Salvador (San Salvador), Equatorial Guinea (Malabo), Eritrea (Asmara), Estonia (Tallinn)

The second set of experiments relate to more advanced beam structures that are statically indeterminate, or involve a measurable beam deflection. 
Students use a light and ‘flexible’ beam. 
Two additional supports help complete the experiments. 
A precision indicator on a slide can be easily positioned to measure beam deflections. 
All supports and the indicator slide have pointers that work with the scale and the platform for accurate position.
One allows measurement of the support fixing moment, the other ‘universal support’ works as simple support, a clamped support and a sinking knife edge support. 
Using a ‘flexible’ beam allows students to consider the supports significantly more rigid, so the normal textbook theory becomes valid. 

   

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