<p style="padding:0 0 0 0; margin:0 0 0 0;">V poledne začala diskuze o měření GNSS. Zkusím předložit následující úvahu, která není možná bez chyby, ale závěr je ten, že kontrolovat splnění podmínky vyhlášky č.31/1995 Sb. po době několika dní je obtížně splnitelný úkol, nehledě na to, že běžně se nedokumentuje ani na jaký GNSS systém se připojení provádělo a jaké družice se použily.</p>
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<p style="padding:0 0 0 0; margin:0 0 0 0;">Souhlasím s panem Pečonkou i zde panem Majorníkem. Pokud nemám v okolí body s KK3, tak není terestricky co ověřovat - na co měřit.</p>
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" border="0" alt="" /></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">K panu Majorníkovi dodávám, že <span style="display: none; mso-hide: all;">ačkoliv </span>předpis určuje splnění podmínky <strong><span style="color: red;"><-1 + n.k ; n.k + 1> hodin</span></strong> a podle stanoviska p.ing.Taraby - metodika pro GNSS by opakované měření mělo být nezávislé ve všech systémech na které se připojujete. Tedy, aby měření bylo nezávislé, mělo bych vyhovět všem podmínkám pro nezávislé měření současně.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Dovolím si připomínku: ve vyhlášce je ke vzorečku uveden jako parametr <strong><span style="color: red;">k</span></strong> počet dní. Znamená to tedy, že když měřím jeden den ve 13 hodin a pak znovu další den v 10 hodin, že se jedná o dva dny? Nebo se má za to, že jde o 24.hodinové cykly počítané od okamžiku měření? První výklad by byl špatně, protože by se předpokládalo, že když měřím v 10 hod dopoledne, tak mám stejné postavení družic jako třeba v 17 hod odpoledne¸ protože by se kritická doba počítala od konce dne. Znamenalo by to, že ten, kdo bude měřit v 10 hod by měl stejně jako ten měřící v 17 hodin stejnou dobu, kdy nesmí druhý den měřit. Druhý výklad je taky špatně, protože opakované postavení družic dane hodnotou <strong><span style="color: red;">n</span></strong> není po 24 hodinách, ale liší se podle systému GNSS. Proto by měl být parametr <strong><span style="color: red;">k</span></strong> spíš nazvaný jako <strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;">počet opakovaných stejných postavení družic.</span></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Tedy: v případě, že parametr <strong><span style="color: red;">k - to je </span></strong><strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;">počet opakovaných stejných postavení družic</span></strong> může podle vyhlášky nabývat jen nezáporných celých čísel (jak je uvedeno ve vyhlášce) a je <strong style="mso-bidi-font-weight: normal;"><span style="color: #0070c0;">nula</span></strong>, pak mohu podle vyhlášky měřít za hodinu od doby prvního měření (<span style="background: yellow; mso-highlight: yellow;">dobu prvního měření označíme <strong style="mso-bidi-font-weight: normal;"><span style="color: red;">M</span></strong></span>) až do konce <u><strong>nezávislého</strong></u><strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;"> postavení družic</span></strong> (pak splním podmínku <strong><span style="color: red;">n.k + 1> hodin)</span></strong>.To ale není na konci dne, ani po 24 hodinách, ale opakované postavení se liší podle systému dle <strong><span style="color: red;">n.</span></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Přitom je zajímavé, že při k= <strong style="mso-bidi-font-weight: normal;"><span style="color: #0070c0;">nula </span></strong>GLONASS bude mít v prvním cyklu ZÁVISLÉ postavení družic pro <strong><span style="color: red;">n = 22 hod 30 minut </span></strong>už v <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> +21 hodin a 30 minut, a bude trvat do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> +23 hodin 30 minut. Není tedy pravda, že prvních 24 hodin od měření mohu s vyjímkou první hodiny stále měřit. Zakázané okno závislého postavení družic pro GLONASS tedy skončí ve <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> +23 hodin a 30 minut.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Jestliže <strong><span style="color: red;">k - to je </span></strong><strong><span style="color: red;"></span></strong><strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;">počet opakovaných stejných postavení družic</span></strong> je <span style="color: #0070c0;">j<strong style="mso-bidi-font-weight: normal;">edn</strong>a</span> s připojením na <strong style="mso-bidi-font-weight: normal;">GLONASS</strong> (pro <strong><span style="color: red;">n = 22 hod 30 minut )</span></strong>, pak mohu podle vzorečku provést další měření od těch <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> +23 hodin a 30 minut.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"><span style="display: none; mso-hide: all;"> <strong><span style="color: red;">Ale pozor!!</span></strong>, pokud je to <strong><span style="color: red;">stejný den</span></strong>, tak pro GLONASS splním podmínku i tentýž den ve <strong>23 hodin a 30 minut</strong>!</span></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Jestliže se ale připojím zároveň na NAVSTAR, tak závislé postavení družic začíná při <strong><span style="color: red;">n = 23 hod 56 minut</span></strong> v <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 22 hodin a 56 minut a mohu se připojit až v <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 24 hodin a 56 minut.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Tedy - měřím-li na GLONASS a NAVSTAR, mělo by platit, že nesmím v prvním cyklu <strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;">opakovaného stejného postavení družic </span></strong>měřit v době <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 21 hodin a 30 minut do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M </span></strong>+24 hodin 56 minut od prvního měření.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Jestliže však zároveň měřím i na BEIDOU (<strong><span style="color: red;">n = 25 hod 46 minut)</span></strong>, pak od prvního měření nemohu měřit stejně jako v předchozím <span style="mso-spacerun: yes;">v </span><strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 21 hodin a 30 minut do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 24 hodin a 56 minut, protože mezitím začíná v <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 24 hodin a 46 minut kritická doba BEIDOU do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 26 hodin a 46 minut. Měřit tedy mohu zase až od <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 26 hodin 46 minut.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Jestliže ale zároveň měřím i na GALILEO (<strong><span style="color: red;">n = 28 hod 10 minut)</span></strong>, pak platí to předchozí a mohu měřit od <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> + 26 hod 46 minut – ale pozor!! jen do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span></strong> +27 hodin 10 minut, kdy začíná kritická doba pro GALILEO. Pak zase mohu od 29 hodin 10 minut měřit.</p>
<p style="margin-bottom: .0001pt;"> </p>
<p style="margin-bottom: .0001pt;">Shrnutí pro měření v prvním cyklu <strong style="mso-bidi-font-weight: normal;"><span style="background: yellow; mso-highlight: yellow;">opakovaných stejných postavení družic</span></strong>, kdy <strong style="mso-bidi-font-weight: normal;">k = 1</strong> v případě využití GLONASS, NAVSTAR, BEIDOU A GALILEO:</p>
<p style="margin-top: 0cm;">mohu měřit jen do <strong style="mso-bidi-font-weight: normal;"><span style="color: red; background: yellow; mso-highlight: yellow;">M</span><span style="color: red;">+21 hodin 30 minut, pak od <span style="background: yellow; mso-highlight: yellow;">M</span>+26 hodin 46 minut do <span style="background: yellow; mso-highlight: yellow;">M</span>+27 hodin 10 minut a pak od <span style="background: yellow; mso-highlight: yellow;">M</span>+29 hodin 10 minut.</span></strong></p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Třetí a další 24.hodinový cyklus jsem přestal řešit, protože dochází ke stále se měnící kombinaci kritických dob a pro ilustraci o problému to stačí. Otázkou je, jakým způsobem kontrolovat dodržení uvedené podmínky, jestliže od prvního měření uplynul měsíc, půl roku... Taky jsem měl takovéto případy. Pak už je lepší staré měření zahodit a opakovaně změřit znova.</p>
<p style="padding:0 0 0 0; margin:0 0 0 0;"> </p>
<p style="padding:0 0 0 0; margin:0 0 0 0;">Kdysi jsem zjišťoval, jestli někdo používá program nebo nějakou pomůcku pro určení, kdy je možné při delším časovém odstupu opakovaně nezávisle měřit, ale bez úspěchu. Pokud se mi někdo ozve s nápadem, jak uvedený problém řešit, velice to uvítám.</p>
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<p style="padding:0 0 0 0; margin:0 0 0 0;">Korger</p>
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<p style="padding:0 0 0 0; margin:0 0 0 0;">Přeji pěkný den. Korger</p>
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<p style="padding:0 0 0 0; margin:0 0 0 0;">______________________________________________________________<br />
> Od: "Jan Pěčonka via Katastr" <katastr@zememeric.cz><br />
> Komu: "katastr@zememeric.cz" <katastr@zememeric.cz><br />
> Datum: 10.12.2025 12:23<br />
> Předmět: Re: [Katastr] mereni GNSS<br />
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<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Dobrý den,</span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Nevím zda přesně chápu, ale předpokládám, že máte pomocný měřický bod (na kterém stojí stroj a měří vše ostatní) určen 1x GNSS. Otázka je, zda postačí zaměření 1x GNSS v případě, kdy je z tohoto stanoviska (z tohoto bodu) zaměřena taková osnova směrů, kde je použito jako orientací další body (měřeny jindy nezávisle) s SPOL vyhovujících KK3.</span></p>
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<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Ano.</span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Určím-li GNSS bod 1x, pak mám možnost jeho kontrolu provést několika způsoby, tak jak o tom mluví příloha č. 9 vyhlášky 31/1995 k zeměměřickému zákonu. Je potřeba se s ní důkladně seznámit.</span></p>
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<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Podotýkám, že takto určený bod nemá souřadnice z jednoho měření GNSS, ale jako průměr z určení GNSS a z druhé metody (např. z určení volného stanoviska z bodů s SPOL). Poté je možno přistoupit ke klasickému výpočtu např. polární metody. Výsledný bod tak (nejlépe) bude určen 2x nezávisle a vzájemně porovnán a jeho souřadnice jsou průměrem.</span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Bod přílohy 9.8 umožňuje k 1x určenému bodu pomocí GNSS nahradit druhé měření GNSS jen ověřením vzájemné polohy nově určovaného bodu nebo ověřením jeho polohy vůči stávajícímu bodu pomocí vhodně zvoleného počtu kontrolně měřených délek, úhlů nebo jejich kombinací.</span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal" style="text-indent: 35.4pt;"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Pak má bod jako výsledek souřadnice z 1x měření GNSS a má kontrolní výpočet určení jeho polohy z nezávislých hodnost (oměrné, úhly délky apod.)</span></p>
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<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Na druhou stranu jsem zastánce dvojího ověření GNSS, nikdy nevíte co vám v kanceláři vyjde a zda se jedná opravdu o identické body (např. roh budovy zaměřený po zateplení není identickým bodem s bodem před zateplením, i když je v dostupné odchylce). </span></p>
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<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;">Jan Pěčonka</span></p>
<p class="MsoNormal"><span style="font-family: " calibri",sans-serif;mso-fareast-language: EN-US;"> </span></p>
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<p class="MsoNormal"><strong><span style="font-size: 11.0pt; font-family: "">From:</span></strong><span style="font-size: 11.0pt; font-family: ""> Katastr <katastr-bounces@zememeric.cz> <strong>On Behalf Of </strong>Linda Poustková via Katastr<br />
<strong>Sent:</strong> Wednesday, December 10, 2025 11:39 AM<br />
<strong>To:</strong> katastr@zememeric.cz<br />
<strong>Cc:</strong> Linda Poustková <lin.p@centrum.cz><br />
<strong>Subject:</strong> [Katastr] mereni GNSS</span></p>
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<p style="margin: 0cm;">Dobry den,</p>
<p style="margin: 0cm;">je prosim dle platnych predpisu pripustne zamerit pomocny mericky bod pouze 1x technologii GNSS a jeho souradnice pouzit jako vysledne a na takovem pomoc. ner. bode polarne zamerit body s evidovanymi souradnicemi polohy jako orienatce? <span style="font-size: 10.0pt;">Povazuje se toto za "vhodne zvolene omerne miry nebo jine kontrolni miry" ? ci dokonce nezavisle urceni? Je toto dle predpisu pripustne?</span></p>
<p style="margin: 0cm;"> </p>
<p style="margin: 0cm;"><span style="font-size: 10.0pt;">Ja totiz standarne merim stanoviska 2x GNSS (min. po hodine), prestoze mam v orietacich i podrobne body (3-5b.) se SPOL. Kolegove mi tu tvrdi, ze to delam zbytecne a zbytecne tak napr. pri zamereni RD cekam hodinu....</span></p>
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<p style="margin: 0cm;"> </p>
<p style="margin: 0cm;"><span style="font-size: 10.0pt;">Dekuji za nazory.</span></p>
<p style="margin: 0cm;"> </p>
<p style="margin: 0cm;"><span style="font-size: 10.0pt;">Hezky den, Linda Poustkova </span></p>
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