1、 Climatic characteristics of Haikou
Haikou has a tropical monsoon climate. It is warm and comfortable. There is no severe cold in winter and no intense heat in summer. It is evergreen all the year round and has sufficient light. The annual average temperature is 24.3 ℃, the annual sunshine time is long, the annual average sunshine hours are more than 2000 hours, and the annual average precipitation is 2067mm p>
2、 What flowers are suitable for Haikou
According to the climate characteristics of Haikou, there are many kinds of flowers suitable for conservation. If it is planted on the ground, it is more affected by the region. It is best to cultivate plants that are sun resistant and high temperature resistant. For example, triangle plum, sunflower, Dragon Boat flower, yellow Chan flower, crape myrtle, egg flower, peacock grass, violet, marigold, Persian chrysanthemum, purple jasmine, longevity flower, babaojingtian, sunflower, beauty cherry, Rhododendron, tianrenju, Yu Meimei, Changchun flower, black heart chrysanthemum, dragon blood tree, rose, pineapple, variable leaf wood, iron tree, palm, pansy, lotus, fruit taro, Fusang, cuiju, don't forget me, etc. If it is a potted plant, it is more convenient to manage. All favorite plants can be cultivated, including shade loving plants, which can be placed in a well ventilated place indoors at ordinary times p>
3、 What are the city flowers and trees in Haikou
The city flower of Haikou is trigonometry plum. Trigonometry plum has a long cultivation history and wide distribution in this area, which can be seen in all streets and alleys. It is evergreen in four seasons, with bright colors, long flowering period and high ornamental value. Not only that, but also a beautiful moral, symbolizing the enthusiasm and tenacity of Haikou people. The city tree of Haikou is coconut, so Haikou is also called Coconut City. Coconut trees mostly grow in places with sufficient light, humidity and high temperature. They can grow vigorously in Haikou. They are common greening trees in this area p>