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@abonne.entendeur: #fyp #foryou #pourtoi #humour

abonne.entendeur
abonne.entendeur
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Region: FR
Sunday 19 July 2026 08:20:47 GMT
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Comments

christopherdorsai5
C🎭 :
C’est le message le plus indescrit que j’ai entendu de la journée
2026-07-22 15:13:58
16
t2n2755
￴ ￴ 　 　  ️￴ ￴ ￴ ￴ ￴ ￴ ￴ ￴￴ :
Moi qui essaye de voir le coter positif
2026-08-25 14:18:30
3
sahdiaaboubacarma
Sahdia Halimatou A Maïga :
amour mortel 😅
2026-07-27 16:50:51
2
nine.edits_95
NINE9️⃣ IX :
voilà il dit les termes
2026-08-13 21:55:16
0
user18107436922220
MH la mëlö :
j'aime te vidéo bro
2026-07-20 21:57:09
0
trasko.foreal
👁️ :
@𝓦𝓮𝓼𝓴𝓸_.666🏴‍☠️
2026-07-19 15:25:43
1
micaboost
micaboost :
😂😂😂
2026-07-19 08:36:43
0
lefrankipijon
lefrankipijon :
😂😂😂
2026-07-29 11:02:32
0
cynthia.honfoh
Angele HNF :
😅
2026-08-05 18:01:14
0
djibril.bachirou3
Djibril🔥♌️ :
😂😂😂
2026-08-15 08:40:33
0
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Nginep disini bakal ngerasain experience berbeda dari hotel lain, setiap sudutnya estetik dan cantik karena dipenuhi hamparan bunga warna warni 🥹💕 #kebunmawargarut #penginapanmurah #placetogogarut #mustvisit #garuthits
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Here we use the complex Ginzburg-Landau equation to model the spontaneous formation of an spin glass of quantum vortices. Multiple localized vortices arise from the background noise, moving around until they lock into an irregular lattice: a glass. Small defects smooth out by pair annihilation until the glass completely freezes due to vortex-vortex repulsion. The domain is a periodic square of size 400x400 and we have used timestep dt=2.5e-2 for integration. Ginzburg-Landau parameters are chosen to be a=1.5 and b = -0.63. #physics #mathematics #numericalmethods #visualization #simulation #complex #complexnumbers #vortex #quanta #glass
Here we use the complex Ginzburg-Landau equation to model the spontaneous formation of an spin glass of quantum vortices. Multiple localized vortices arise from the background noise, moving around until they lock into an irregular lattice: a glass. Small defects smooth out by pair annihilation until the glass completely freezes due to vortex-vortex repulsion. The domain is a periodic square of size 400x400 and we have used timestep dt=2.5e-2 for integration. Ginzburg-Landau parameters are chosen to be a=1.5 and b = -0.63. #physics #mathematics #numericalmethods #visualization #simulation #complex #complexnumbers #vortex #quanta #glass
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