Knowee
Questions
Features
Study Tools

principle of slingram method

Question

principle of slingram method

🧐 Not the exact question you are looking for?Go ask a question

Solution

The Slingram method is a geophysical surveying method that is used to detect and map subsurface anomalies. Here's a step-by-step explanation of the principle behind the Slingram method:

  1. Electromagnetic Induction: The Slingram method is based on the principle of electromagnetic induction. This involves the generation of an electromagnetic field in the ground by a transmitter coil.

  2. Secondary Field Generation: The primary electromagnetic field generated by the transmitter coil induces eddy currents in the subsurface. These eddy currents generate a secondary electromagnetic field.

  3. Detection of Secondary Field: A receiver coil is used to detect this secondary electromagnetic field. The receiver coil is usually held at a fixed distance from the transmitter coil.

  4. Anomaly Detection: The strength and phase of the secondary electromagnetic field detected by the receiver coil can provide information about the subsurface. Any anomalies in the subsurface, such as the presence of minerals or other conductive materials, can cause changes in the strength and phase of the secondary field.

  5. Data Analysis: The data collected by the receiver coil is then analyzed to create a map of the subsurface. This can help in identifying the location and nature of any detected anomalies.

In summary, the Slingram method uses the principle of electromagnetic induction to detect and map subsurface anomalies.

This problem has been solved

Similar Questions

principle of turam method

safety factor grommet sling

The shooting method is used forQuestion 13Answera.solving Initial value problems (IVPs)b.solving boundary value problems (BVPs)c.solving PDEs

What is the basic idea behind the shooting method?Question 27Answera.Convert BVP into a PDE and solve it numericallyb.To use iterative technique to solve a BVPc. Convert BVP into an IVP and solve it numerically

Consider solving an initial value problemy′(t) = f (t, y), y(0) = y0.(i) Derive the equations of the general step of the generalised Heun’s method, whichevaluates the right–hand side f (t, y) at the points t = tn and t = tn + 14 h in eachinterval [tn, tn + h].

1/1

Upgrade your grade with Knowee

Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.