View source for 18522566. Asymmetric RF Pulse for a Magnetic Resonance Imaging System simplified abstract (Siemens Healthcare GmbH)

=Asymmetric RF Pulse for a Magnetic Resonance Imaging System=


==Organization Name==

[[:Category:Siemens Healthcare GmbH|Siemens Healthcare GmbH]]


[[Category:Siemens Healthcare GmbH]]

==Inventor(s)==

[[:Category:Jin Jin of Chapel Hill (AU)|Jin Jin of Chapel Hill (AU)]][[Category:Jin Jin of Chapel Hill (AU)]]

[[:Category:Daniel Staeb of Port Melbourne (AU)|Daniel Staeb of Port Melbourne (AU)]][[Category:Daniel Staeb of Port Melbourne (AU)]]

[[:Category:Didi Chi of Melbourne (AU)|Didi Chi of Melbourne (AU)]][[Category:Didi Chi of Melbourne (AU)]]

[[:Category:Yasmin Blunck of Brunswick West (AU)|Yasmin Blunck of Brunswick West (AU)]][[Category:Yasmin Blunck of Brunswick West (AU)]]

[[:Category:Leigh Johnston of Brunswick West (AU)|Leigh Johnston of Brunswick West (AU)]][[Category:Leigh Johnston of Brunswick West (AU)]]

==Asymmetric RF Pulse for a Magnetic Resonance Imaging System - A simplified explanation of the abstract==


This abstract first appeared for US patent application 18522566 titled 'Asymmetric RF Pulse for a Magnetic Resonance Imaging System

==Simplified Explanation==

The abstract describes a method for constructing an asymmetric RF pulse for an MRI system. Here is a simplified explanation of the patent application:

* A first RF amplitude is determined for a first part of a time interval.
* An RF amplitude curve is received, depending on at least one RF curve parameter.
* A combined RF amplitude curve for the time interval is determined by combining the first RF amplitude with the RF amplitude curve for a second part of the time interval.
* The combined RF amplitude curve is optimized using a loss function, including an energy loss term based on the pulse energy and the RF curve parameter as an optimization variable.
* The combined amplitude of the asymmetric RF pulse is given by the optimized combined RF amplitude curve.

### Potential Applications
This technology can be applied in MRI systems to improve imaging quality and reduce scan times.

### Problems Solved
This innovation solves the problem of optimizing RF pulses for asymmetric excitation in MRI systems, leading to more efficient and effective imaging.

### Benefits
The benefits of this technology include enhanced image quality, faster scan times, and improved overall performance of MRI systems.

### Potential Commercial Applications
This technology has potential commercial applications in the medical imaging industry, specifically in MRI equipment manufacturing and software development.

### Possible Prior Art
One possible prior art in this field is the use of optimization algorithms for RF pulse design in MRI systems, but the specific method described in this patent application appears to be novel.

#### Unanswered Questions

#### How does this technology compare to existing methods for optimizing RF pulses in MRI systems?
This article does not provide a direct comparison to existing methods for optimizing RF pulses in MRI systems. Further research or a comparative study would be needed to answer this question.

#### What impact could this technology have on the cost of MRI scans for patients?
The article does not address the potential impact of this technology on the cost of MRI scans for patients. This would require additional analysis of the economic implications of implementing this innovation in clinical settings.


==Original Abstract Submitted==

For constructing an asymmetric RF pulse for an MRI system, a first RF amplitude for a first part of a time interval is determined and an RF amplitude curve, which depends on at least one RF curve parameter is received. A combined RF amplitude curve for the time interval is determined by combining the first RF amplitude for the first part of the time interval and the RF amplitude curve for a second part of the time interval, which succeeds the first part of the time interval. The combined RF amplitude curve is optimized using a loss function, which comprises an energy loss term, which depends on a pulse energy of the combined RF amplitude curve, and using the at least one RF curve parameter as at least one optimization variable. A combined amplitude of the asymmetric RF pulse is given by the optimized combined RF amplitude curve.



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