Personally, I am no fan of tricks that combine such dissimilar beasts as 
vertical and horizontal derivatives.  Math is abstract and it can bear 
anything, but we should remain skeptical when it comes to mixing apples and 
oranges.  For this reason, I also dislike the total gradient (analytic signal).

The mathematically simplest methods are best, combined with solid geological 
thinking.

Henry.........................................................
Dr. Henry Lyatsky, P.Geoph., P.Geol.
cell: 403/710-7490      [email protected]
Skype:  henry.lyatsky
www.linkedin.com/in/lyatsky/<https://www.linkedin.com/in/lyatsky/>

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________________________________
From: SEGMIN <[email protected]> on behalf of S E Geoscience and 
Exploration via SEGMIN <[email protected]>
Sent: Wednesday, October 7, 2020 1:43 PM
To: [email protected] <[email protected]>
Cc: S E Geoscience and Exploration <[email protected]>
Subject: Re: [SEGMIN] Tilt is not a derivative

Alan

thank you for the comments.

My point is that the term "Tilt Derivative" might be rather confusing for non 
geophysicists, since they might tend to think that it is a derivative, or a 
change of a parameter Y (e.g. Magnetic Induction B) in relation to parameter X 
(e.g., Depth Z or Time t), which is not.

"Derivative Tilt" is certainly more appropriate. When I explain the useful 
parameter to the geoscientist who is not knowledgeable in potential techniques, 
I tell them that it is a sort of "amplitude equalizer" in order to enhance 
weaker and low frequency signals in order to see better in areas with thick 
cover, so that they understand.

Generally, I personally prefer to use the term "Gradient" instead of 
"Derivative", for obvious reasons. But I understand that technical jargon is 
deeply rooted.

Thanks



On Wed, Oct 7, 2020 at 11:47 AM Alan Reid via SEGMIN 
<[email protected]<mailto:[email protected]>> wrote:
Folks,

There’s a clear enough definition in the paper by Verduzco et al in The Meter 
Reader (TLE February 2004). I believe they coined the term, so their definition 
should stand.  TDR (Tilt Derivative) is effectively the tilt of the 
derivatives, They also define the “TDR_THDR” which is the total horizontal 
derivative of the TDR. I do not believe Verduzco et al were trying to suggest 
that Tilt is a derivative. Its clearly not.

Given that they defined and published the term, perhaps we should respect that 
and not go off with our own names for this entity? Nor go off with other 
definitions for the term?

I confess that “Derivative Tilt” might have been a  more descriptive name, but 
it somehow doesn’t have much of a ring, does it? Anyway, its useful as 
described. And I teach it and use it in that form.

I do not have any conflict of interest to declare, here.

Regards

Alan Reid

On 6 Oct 2020, at 18:40, S E Geoscience and Exploration via SEGMIN 
<[email protected]<mailto:[email protected]>> wrote:

Thanks.

I prefer to call it "Amplitude Equalizer", sort of.

On Tue, Oct 6, 2020 at 1:35 PM Richard Smith via SEGMIN 
<[email protected]<mailto:[email protected]>> wrote:
Perhaps it is called tilt derivative as you have to calculate derivatives to 
calculate  it, as in the "tilt of the derivatives".  Personally, I prefer the 
term, "local phase" (Thurston and Smith, 1997), but I have a conflict of 
interest!

Regards
Richard Smith



-----Original Message-----
From: S E Geoscience and Exploration via SEGMIN 
<[email protected]<mailto:[email protected]>>
To: [email protected]<mailto:[email protected]>
Cc: S E Geoscience and Exploration 
<[email protected]<mailto:[email protected]>>
Sent: Tue, Oct 6, 2020 11:29 am
Subject: [SEGMIN] Tilt is not a derivative

Dear all,

I am always so puzzled. Why do people call the Tilt in potential techniques a 
derivative? It is not.

Regards

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Sergio Espinosa, Ph.D., P.Geo
Director, Geophysics
S E Geoscience & Exploration
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