HY-PRO pH- Grow on valmistettu typpihappoemäksesta ja auttaa nuoria sekä kasvavia kasveja tarjoamalla myös ylimääräistä typpeä. Jos kasteluveden pH-arvo on liian korkea, voit laskea sitä tehokkaasti Hy-pro pH-:lla.
Oikea substraatin ja vesiliuoksen happamuus on tärkeä kasville, koska se määrää suurelta osin ravinteiden ja hivenaineiden imeytymisnopeuden.
pH arvo 5,2 - 6,2 sopii useimmille ruukku kasveille.
Veden laatu ja pH-arvon vaihtelu näkyy kasvissa epäsäännöllisenä kasvuna, sillä sen ravinteiden ottokyky vaihtelee.
Soveltuu käytettäväksi maa- kookos- ja vesiviljelyssä sekä lisäravinteiden kanssa.
Käyttö:
Valmista ravinneliuoksesi ja testaa sen EC.
Mittaa ravinneliuoksen pH-arvo pH-mittarilla.
Jos pH-arvo on liian korkea, lisää pari tippaa Hy-Pro PH- ja sekoita hyvin.
Anna seistä hetki ja mittaa sitten pH uudelleen.
Toista prosessi, kunnes pH on oikealla tasolla.
5,2 - 6,2 on optimaalinen pH-alue useimmille kasveille.
Lue etiketin ohjeet ennen käyttöä.
Säilytä tuuletetussa huoneessa.
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)
HY-PRO ADDITIVES PH-
A SLIGHTLY ACIDIC SUBSTRATIE AND NUTRIENT MIX IS BEST
The acidity of your substrate and watermix is ??very important for plants as it determines in large part the absorption rates of nutrients and trace elements. The value that is used to indicate the degree of acidity is called pH and this stands for the concentration of ions in the water. The optimal pH varies on the plants in question, but a value between 5.2 and 6.2 works for most potted plants. The quality of the irrigation water and a stable pH level is therefore very important for plant growth. When the pH value varies, the uptake of nutrients varies, which can be seen in an irregular growth of the plants or crops.
Hy-Pro PH- (grow) is made with a nitric acid base and helps young and growing plants by (also) providing extra nitrogen.
HY-PRO pH- Grow on valmistettu typpihappoemäksesta ja auttaa nuoria sekä kasvavia kasveja tarjoamalla myös ylimääräistä typpeä. Jos kasteluveden pH-arvo on liian korkea, voit laskea sitä tehokkaasti Hy-pro pH-:lla.
Oikea substraatin ja vesiliuoksen happamuus on tärkeä kasville, koska se määrää suurelta osin ravinteiden ja hivenaineiden imeytymisnopeuden.
pH arvo 5,2 - 6,2 sopii useimmille ruukku kasveille.
Veden laatu ja pH-arvon vaihtelu näkyy kasvissa epäsäännöllisenä kasvuna, sillä sen ravinteiden ottokyky vaihtelee.
Soveltuu käytettäväksi maa- kookos- ja vesiviljelyssä sekä lisäravinteiden kanssa.
Käyttö:
Valmista ravinneliuoksesi ja testaa sen EC.
Mittaa ravinneliuoksen pH-arvo pH-mittarilla.
Jos pH-arvo on liian korkea, lisää pari tippaa Hy-Pro PH- ja sekoita hyvin.
Anna seistä hetki ja mittaa sitten pH uudelleen.
Toista prosessi, kunnes pH on oikealla tasolla.
5,2 - 6,2 on optimaalinen pH-alue useimmille kasveille.
Lue etiketin ohjeet ennen käyttöä.
Säilytä tuuletetussa huoneessa.
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)
HY-PRO ADDITIVES PH-
A SLIGHTLY ACIDIC SUBSTRATIE AND NUTRIENT MIX IS BEST
The acidity of your substrate and watermix is ??very important for plants as it determines in large part the absorption rates of nutrients and trace elements. The value that is used to indicate the degree of acidity is called pH and this stands for the concentration of ions in the water. The optimal pH varies on the plants in question, but a value between 5.2 and 6.2 works for most potted plants. The quality of the irrigation water and a stable pH level is therefore very important for plant growth. When the pH value varies, the uptake of nutrients varies, which can be seen in an irregular growth of the plants or crops.
Hy-Pro PH- (grow) is made with a nitric acid base and helps young and growing plants by (also) providing extra nitrogen.