Data analysis - Autumn tree campaign https://www.globe.gov/en/c/message_boards/find_thread?p_l_id=18703103&threadId=118294929 2026-04-17T15:06:24Z 2026-04-17T15:06:24Z Dajana Marnika https://www.globe.gov/en/c/message_boards/find_message?p_l_id=18703103&messageId=118294928 2023-12-03T21:43:16Z 2023-12-03T21:43:16Z

Tree: <a href="javascript%3avoid(0)">T</a>ilia platyphyllos<br /><br />Latitude: 44.11105°<br />Longitude: 15.23009°<br />Elevation above sea: 19 meters<br />Yearly average temperature: 18.5°C<br />The wettest month in Zadar is November. <br /><br />The soil temperature on the first day of measurement was 34.3°C and the last day of measurement was 8.4°C.<br />Leaf surface temperature (20.9.2023.): <br />- leaf 1: 33.1°C, <br />- leaf 2: 33.5°C, <br />- leaf 3: 33.4°C, <br />- leaf 4: 33.8°C.<br />Leaf surface temperature (21.11.2023.):<br />- leaf 1: 9.7°C,<br />- leaf 2: 9.3°C,<br />- leaf 3: 9.5°C,<br />- leaf 4: fallen.<br /><br />Because of the higher average temperature this year in Zadar, not all leaves fell off or completely changed color.<br /><img 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" /><br /><br />When we compare our results with the results of the Elementary School Veli Vrh in Pula for the tree  Tilia cordata, we notice that their leaves changed color a bit more and did not have a same transition between dark green and lighter yellow.

Dajana Marnika 2023-12-03T21:43:16Z