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Would be much obliged if some kind soul fixed them, and or clarifiedtheir meaningAlso does the chorus Dum-Taara etc. have any meaningThanks in advanceDODO========================Song by Sonu Nigam, Aftab Sabri, Hashim SabriLyrics by Javed Akhtar ()Music Anu MalikIshq jaise hai ek aandhi Ishq hai ek toofanIshq ke aage bebas hai duniya main har ilzaam/insaan ()Ishq me sab diwaane hai ishq me sab hairaanIshq me sab kuch mushkil hai ishq me sab aasaanDekho pyaare yeh nazaare, yeh diwaane, yeh parwaane, hai ishq mainkaise gumHai,Tum se milke dil ka hai jo haal kya karen, ho gaya hai kaisa yeh kamaalkya kahenTum se milke dil ka hai jo haal kya karen, ho gaya hai kaisa yeh kamaalkya kahenDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara DumDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara DumDil to hai ek raahi jaana, dil ki tum manzil hoDil to hai ek kashti jaana, jiska tum saahil hoDil na phir kuch maange jaana, tum agar haasil hoDil to hai mera tanha jaana, aao tum mehfil hoIshq se hi saari Khushiyaan, Ishq hi barbaadiIshq hai paabandi lekin, ishq hi azaadiIshq ki duniyaa mein yaaro, khwabon ki abaadiKho gaya hai jis ko manzil, ishq ne dikhlaadiDekho pyaare yeh nazaare, yeh diwaane, yeh parwaane, hai ishq mainkaise gumHai,Tum se milke dil ka hai jo haal kya karen, ho gaya hai kaisa yeh kamaalkya kahenTum se milke dil ka hai jo haal kya karen, ho gaya hai kaisa yeh kamaalkya kahenDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara DumDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara DumTum ko pooja hai, tumhari hi ibaadat () ki haiHumne jub ki hai, to phir aise mowbat () ki haiHumne jub ki hai, to phir aise muhabbat ki haiDil mera paagal() hai jaana, isko tum behla doDil main kyun hal-chal hai jaana, mujhko tum samjha doLeh () ka jo aanchal hai jaana, isko tum lehra doZulf jo baadal hai jaana, mujh pe tum barsa doJaana leke jaaya hai, tera yeh diwaanaJaan tujh pey mit jaaye ga, tera yeh parwaanaJaana mere dil main kya hai, tune ye na jaanaJaana tujh ko yaad ayega, mera yeh afsaanaDekho pyaare yeh nazaare, yeh diwaane, yeh parwaane, hai ishq mainkaise gumTum se milke dil ka hai yeh haal kya karen, ho gaya hai kaisa yehkamaal kya kahenTum se milke dil ka hai yeh haal kya karen, ho gaya hai kaisa yehkamaal kya kahenDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara DumDum taara Dum Taara Dum Taara Dum Taara Dum-maDum taara Dum Taara Dum Taara Dum Taara Dum
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Bifurcation lesion modeling with computational fluid dynamics. A normal bifurcation model was created using Finet's law and a typical bifurcation angle. As the boundary condition, inlet pressure of the main branche was defined as 110 mmHg, and venous pressure of 10 mmHg was applied to the outlet of the micro-vessels. To consider the physiology of the myocardium, micro-vessels were assumed as porous media that mimicked the pressure drop from arterial pressure to venous pressure (10 mmHg). The rheological property of blood was assumed as Newtonian fluid with a density of 1,060 kg/m3 and viscosity of 0.004 Pas.
The models used in this study are illustrated in Fig. 2. Model A is a normal bifurcation model, and models B to F are post-MB stenting models. Fig. 2B and C show post-MB stenting models with native ostial SB lesions due to circular plaques with 75% diameter stenosis and lesion lengths of 1 and 2 cm. Fig. 2D and F illustrate the post-MB stenting models with non-ostial SB lesions of 1 and 2 cm lesion lengths. Model F represents ostial stenosis mainly due to carina shift with 75% diameter stenosis and 50% area stenosis.16) Fig. 2G and F illustrate the post-kissing models. In Fig. 2G, the SB ostium does not have residual stenosis, and in Fig. 2H, the SB ostium has a 50% residual stenosis.
Representative computational fluid dynamics models. A: normal bifurcation. B and C: post-MB stenting models with various SB stenoses. F: post-MB stenting model with carina shift. G and H: post-kissing balloon angioplasty models with or without SB residual stenosis. MB: main branch, SB: side branch.
Static pressure profiles in the 8-computational bifurcation models. There was no significant pressure drop in the normal bifurcation model (A). The post-MB stenting models are shown in (B) to (E). Post-MB stenting models with native ostial (B and C) and, non-ostial (D and E) SB stenosis revealed significant pressure drops in the SB. Regarding the carina shift model (F), the pressure drop was lower than those in the native SB stenosis models (B-E). After the kissing ballooning in the SB lesion, the pressure of SB was restored to the level of the distal MB pressure (G). Regarding residual stenosis after kissing ballooning (H), the pressure of SB was higher than that in the models with post-stenting SB lesions (B-E). *FFR is defined as the ratio of PSB/PMB. FFR: fractional flow reserve, MB: main branch, SB: side branch.
Velocity profiles in computational bifurcation models. Velocity patterns in the bifurcation site were typical in the normal bifurcation model (A). Velocity profiles were skewed toward the carina, resulting in high velocity along the medial walls (yellow and red) and low velocity along the outer lateral walls (green and blue). In post-MB stenting models with significant SB stenosis, high velocity jet flows were observed at the site of stenosis, and low velocity areas were located in the lateral MB walls and medial SB walls (B-F). In post-kissing models (G and H), the low velocity area in SB was smaller than that in post-MB stenting models, but a larger low velocity area in the MB lateral wall was still observed relative to the area in the normal bifurcation model. MB: main branch, SB: side branch.
Wall shear stresses in the 8-computational bifurcation models. In the normal bifurcation model (A), a small low WSS area was observed along the lateral side walls (green and blue). In post-MB stenting models with significant SB stenosis (B-E), low WSS areas were observed in the SB and lateral side MB wall. Low WSS areas in the lateral side MB were also more exaggerated in the post-kissing balloon angioplasty models (G and H) and carina shift model (F). MB: main branch, SB: side branch, WSS: wall shear stress.
The distribution of flow velocity and WSS was similar to that reported previously.28) However, this study included more types of bifurcation lesion models that simulated diverse clinical situations. In our study, 3 different types of SB lesions (native ostial or non-ostial SB lesions and ostial SB lesion caused by carina shift) were evaluated. In all models, low WSS areas were mainly located in an over-expanded segment of distal MB. Thus, when a natural bifurcation vascular geometry was altered by MB stenting, additional intervention for SB stenosis did not improve local hemodynamic derangement. Therefore, avoidance of over-expansion and performance of proximal optimization may be required to minimize local flow disturbances. 153554b96e