﻿<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>LogViewPlus Support » LogViewPlus Support » Help &amp; Support  » ptp4l logs with offset</title><generator>InstantForum 2017-1 Final</generator><description>LogViewPlus Support</description><link>https://www.logviewplus.com/forum/</link><webMaster>LogViewPlus Support</webMaster><lastBuildDate>Sun, 10 May 2026 15:47:58 GMT</lastBuildDate><ttl>20</ttl><item><title>ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2215</link><description>Hi, I have logs from the ptp4l service that log entries as a kernel uptime duration instead of real time or epoch duration. For example, the entries might be something like:&lt;br/&gt;&lt;br/&gt;ptp4l[1234.567] message is here&lt;br/&gt;ptp4l[1235.678] message is here&lt;br/&gt;&lt;br/&gt;When I use ElapsedDecimal, it doesn't properly parse the seconds bit before the decimal, and I also cannot set an offset. Essentially what I'm doing is copying the log file and taking a system time of the machine at the same time so that I have the last entry very closely aligned with the datetime that I pulled the data.&lt;br/&gt;&lt;br/&gt;I'd like to be able to convert the elapsed duration to a real DateTime stamp. Any tips on how to do that?</description><pubDate>Thu, 04 Jul 2024 18:54:32 GMT</pubDate><dc:creator>AndygoesLogging</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2228</link><description>Hi Andy,&lt;br/&gt;&lt;br/&gt;Thanks for the update.&amp;nbsp; We have now released LogViewPlus v3.1.15 as a &lt;a href="https://www.logviewplus.com/download.html" id="if_insertedNode_1720118308090"&gt;BETA release&lt;/a&gt; to address these issues.&lt;br/&gt;&lt;br/&gt;We considered adding the focused log entry timestamp as the base date for the time offset dialog.&amp;nbsp; The problem with this is that the focused log entry is likely to change as the dialog is closed and reopened.&amp;nbsp; The offset would remain the same, but the changing dates can be confusing for new users.&amp;nbsp; For this reason, we decided to continue to use the first log entry timestamp as the focus time.&lt;br/&gt;&lt;br/&gt;I was not able to recreate the issue you experienced with the time offset dialog.&amp;nbsp; However, I think the problem may have been caused by closing and reopening the dialog several times.&amp;nbsp; I noticed that as a time offset is applied multiple times, things get weird as the origianl timestamp is lost.&amp;nbsp; I have tried to address this in the latest release by removing the possibility of setting a 'full date' offset when editing an existing offset.&lt;br/&gt;&lt;br/&gt;I was able to recreate the 2441000 elapsed time issued mentioned in your post above.&amp;nbsp; This issue is resolved in the latest release.&amp;nbsp; Thanks for bringing this to our attention!&amp;nbsp;&amp;nbsp;&lt;span id="if_insertedNode_1720118624562"&gt;:)&lt;/span&gt;&lt;br/&gt;&lt;br/&gt;Hope that helps,&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Thu, 04 Jul 2024 18:54:32 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2227</link><description>Sorry for the repeat posts - bad etiquette, I know!&lt;br/&gt;&lt;br/&gt;Found another issue where rolling over into 2441001 elapsed seconds rolls back to Epoch after doing the time offset:&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;After about 80 years in log time (26 years into the future :)), this then resumes as expected once crossing into 2470000 seconds:&lt;br/&gt;&lt;img 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" alt=""&gt;</description><pubDate>Tue, 02 Jul 2024 20:05:45 GMT</pubDate><dc:creator>AndygoesLogging</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2226</link><description>Furthering on from the above, the time offset doesn't appear to work correctly with the new elapsedSeconds. If I do a full date offset and set the externally calculated start date and time, the date element seems to choose a date close to what I've set, but usually a few days off. For example, I set 11 May 2024 19:26:27.207 as below&lt;br/&gt;&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;But the resultant start time in the log is 10 May 2024 7:26:27.208 pm&lt;br/&gt;&lt;img 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alt=""&gt;&lt;br/&gt;&lt;br/&gt;If I then try to offset the time 23:59:59.999, the starting date then resets to today +/- 23:59:59.999.</description><pubDate>Tue, 02 Jul 2024 19:59:21 GMT</pubDate><dc:creator>AndygoesLogging</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2222</link><description>Primarily, I don't have the start date for the log file, only the end date! Here's an example:&lt;br/&gt;&lt;br/&gt;Log line 1:&lt;br/&gt;ptp4l[160.209]: selected /dev/ptp0 as PTP clock&lt;br/&gt;&lt;br/&gt;Log line 3761587:&lt;br/&gt;ptp4l[3779291.106]: rms&amp;nbsp;14 max&amp;nbsp;32 freq  -2649 +/-  18 delay&amp;nbsp;465 +/-&amp;nbsp;1&lt;br/&gt;&lt;br/&gt;When I pull that log (this instance is ~256MB), I have a script to get the current time and store it in a date.txt file:&lt;br/&gt;Mon Jun 24 13:17:18 UTC 2024&lt;br/&gt;&lt;br/&gt;So I know the last line is approximately the timestamp in date.txt and I want to convert all other timestamps working backward from that time.&lt;br/&gt;</description><pubDate>Tue, 02 Jul 2024 18:00:32 GMT</pubDate><dc:creator>AndygoesLogging</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2221</link><description>Glad that helped Andy.&amp;nbsp; I was just about to notify you of the new &lt;a href="https://www.logviewplus.com/download.html" id="if_insertedNode_1719942702917"&gt;BETA release&lt;/a&gt;, but it sounds like you already found it.&amp;nbsp;&amp;nbsp;&lt;span id="if_insertedNode_1719942687561"&gt;:)&amp;nbsp; We have also updated our &lt;a href="https://www.logviewplus.com/docs/date_specifier.html" id="if_insertedNode_1719942738693"&gt;documentation&lt;/a&gt; based on your feedback.&lt;br/&gt;&lt;br/&gt;I am not sure if it makes sense to populate the &lt;a href="https://www.logviewplus.com/docs/time_offset.html" id="if_insertedNode_1719942919928"&gt;Full Date Offset&lt;/a&gt; with the selected log entry timestamp.&amp;nbsp; On the one hand, I think - does it matter?&amp;nbsp; On the other, if I am offsetting the time for the whole log file, to me it makes sense to start with the first log entry.&amp;nbsp; Can you help me understand why you want to offset from the last log entry?&lt;br/&gt;&lt;br/&gt;&lt;/span&gt;</description><pubDate>Tue, 02 Jul 2024 17:56:07 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2220</link><description>Thank you for the quick update, I've just loaded in my log file and it works a treat!&lt;br/&gt;&lt;br/&gt;Next question/request - with the time offset, is there an easier way to calculate the start time? If I can make a suggestion, allow the user to select a line and then offset based on that line. The Full Date Offset almost gets me there, but it would be much easier if I could select the last line (which I'm also pulling the current system time) and adjust the timing from there.</description><pubDate>Tue, 02 Jul 2024 17:45:20 GMT</pubDate><dc:creator>AndygoesLogging</dc:creator></item><item><title>RE: ptp4l logs with offset</title><link>https://www.logviewplus.com/forum/post/2216</link><description>Hi Andy,&lt;br/&gt;&lt;br/&gt;Thanks for bringing this issue to our attention.&lt;br/&gt;&lt;br/&gt;Looking at this, I think the &lt;i&gt;elapsed &lt;/i&gt;and&amp;nbsp;&lt;i&gt;elapsedDecimal &lt;/i&gt;features are not implemented very well and will need to be revisited.&amp;nbsp; To make matters worse, our documentation is incorrect.&lt;br/&gt;&lt;br/&gt;&lt;i&gt;elapsedDecimal &lt;/i&gt;take a decimal value and converts it into a timstamp using today's date and the decimal value as &lt;i&gt;the number of milliconds since the start of the process&lt;/i&gt;.&amp;nbsp; In this case, your decimal value represensts seconds - not milliseconds.&amp;nbsp; There is currently no way to represent seconds since application start.&lt;br/&gt;&lt;br/&gt;To address the issue, I think elapsedDecimal should be deprecated and replaced with elapsedTimeMilliseconds and elapsedTimeSeconds.&amp;nbsp; I will get this fixed as a priority.&amp;nbsp; We should have a BETA release out early next week at the latest.&lt;br/&gt;&lt;br/&gt;Thanks again,&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Thu, 27 Jun 2024 08:03:54 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item></channel></rss>