Composition and resolution of forces

VP1.2.2.1
Composition and resolution of forces
Composition and resolution of forces Parallelogram of forces (P1.2.2.1)
Composition and resolution of forces

This product is classified as a dangerous good and is not available for online purchase.

For ordering the dangerous good or other information please contact our customer service center.
This experiment/set up contains dangerous goods.
These are not available for online purchase.
You may order the experiment/set up without the dangerous goods.


For ordering the dangerous good or other information please contact our customer service center.
Email: webshopuk@ld-didactic.de
Telephone:+49 (0) 22 33 / 604 – 319
Go to contact form

˟

Request an offer

Thank you for your inquiry. We will get back to you as soon as possible.

˟

Description

In experiment P1.2.2.1, a force F is compensated by the spring force of two dynamometers arranged at angles α1 and α2 with respect to F. The component forces F1 and F2 are determined as a function of α1 and α2. This experiment verifies the relationships

Components of equipment sets

1 301301  8  Adhesive magnetic board LD
2 314215  8  Circular dynamometer, 5 N LD
1 301331  4  Magnetic base with hook LD
1 35208  4  Helical spring 25 N/m LD
1 31178  4  Tape measure 2 m / 1 mm LD
5 34263  4  Weight 50 g LD
4 30101  4  Leybold multiclamp LD
4 68650  4  Metal plate LD
2 30044  4  Stand rod, 100 cm, 12 mm diam. LD
2 30107  8  Simple bench clamp LD

Experiment Instructions

PDF (Experiment description) PDF (Experiment description) P1.2.2.1 Composition and resolution of forces
Print page

Contact Us

Technical Service & Support:

Online Service Portal
Do you have any questions or suggestions regarding our devices, products, experiments, equipment sets or about our software? You need spare parts? FORM

Repair Service
You would like to register a repair? FORM

Europe
For European distributors, please visit: European distributors
Worldwide requests
Please contact us per email: sales@ld-didactic.de

 Click here for our contact form and postal address.

Contact Us