![]() I could have liked better differentiation between the ships (A triangle with line above, in the middle or in the bottom!). A bit too simple for my liking, but that just made the game all about strategy. Representative round images of planets, with lines between them. It was okay strategy, as some levels were harder and required you to micromanage your ships around, while a few of them was merely (im)balanced to allow you to select all your ships from the start, click enemy planet, and go invade it, and thus finish in 1 minute. There's also 1-3 extra missions, which is usually 'don't loose X ships or planets', 'don't let enemy get X planets'. Every level has a main mission, usually capture or destroy a specific planet(s), or don't loose X number of planets to waves of enemies. It is not very deep, as that is all you can do. Most planets can do nothing, other than building battle stations, shields, and troops, to protect them. A few planets are capable of reparing ships, a few can build ships, and some can produce materials for building things. ![]() You then move your spaceships between solar systems, and fight local ships (Happening automatically), or destroy or capture the planets. ![]() You start out with a few planets, who may or may not be able to produce more ships, and a few space ships. ESO is also not a mainline title and developed by a completely different team.Spacecom is a scifi strategy game, where you use three different kind of ships (Ship to ship combat, bombardment, or invasion), to wage warface across solar systems. † How reliable ESO is as a source is debated because ESO breaks long-established cannon lore. The Elder Scrolls Online: Tamriel Unlimited (2014) The Elder Scrolls Travels: Oblivion (2006)Īn Elder Scrolls Legend: Battlespire (1997) The Elder Scrolls Travels: Shadowkey (2004) The Elder Scrolls Travels: Dawnstar (2004) The Elder Scrolls Travels: Stormhold (2003) The Elder Scrolls Adventures: Paradise Sugar (0000) The Elder Scrolls Adventures: Eye of Argonia (0000) The Elder Scrolls Adventures: Redguard (1998) The Elder Scrolls: Chapter II Daggerfall (1996) Demon-like beings known as Deadra who dwell on the planes of Oblivion have a strong presence on Nirn seventeen powerful princes are known: Sheogorath, Jyggalag, Sanguine, Clavicus Vile, Mephala, Peryite, Malacath, Hermaeus Mora, Molag Bal, Azura, Boethiah, Hircine, Mehrunes Dagon, Meridia, Namira, Nocturnal, and Vaermina. The races of Tamriel recognize nine gods: Akatosh, Arkay, Kynareth, Talos, Stendarr, Dibella, Mara, Julianos, and Zenithar, known as the nine divine. Many illnesses and diseases afflict the inhabitants of Nirn and this includes several variations of vampirism and lycanthropy. ![]() Ten playable races: Imperial, Nord, Redguard, Breton, Altmer, Bosmer, Dunmer, Orc, Argonian, and Khajiit exist on Tamriel. Nirn has two moons (Masser and Secunda) and numerous races both living and extinct with deep histories and unique cultures. Little has been mentioned of what other continents lay beyond Tamriel. The Elder Scrolls takes place on the planet Nirn, on the continent of Tamriel which is divided into several provinces. Two books by author Gregory Keyes were released in 2009 entitled "The Infernal City" and "Lord of Souls", set approximately 40 years after the Oblivion crisis. The franchise consist of the main series that spans five games and a spin-off series called The Elder Scrolls Travels. They were built on the principles of "being who you want and doing what you want" that have persisted throughout the series history. The Elder Scrolls is a fantasy franchise whose core series is comprised of sandbox, role-playing games.
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![]() derived the explicit bending deflections of cantilever nanobeam under concentrated force and moment at the free end using SGM, and calculated energy release rate and stress intensity factor of mode I crack for the edge-cracked nanobeam and centrally-cracked nanobeam. Therefore, the high-order continuum mechanical models, including strain gradient model (SGM), , couple stress model (CSM), , and nonlocal model, , are utilized to study the size-dependent mechanical behaviors of nanostructures, ,, ,, ,, ,,. Through the advance of the nanotechnology, it is still extreme difficulty to study the size-dependent fracture behavior of nanobeams, one of the simplest nanostructures, using molecular dynamics simulations or experimental tests. Therefore, it would be of great interest for both engineering and science communities to understand of the nanoscale fracture mechanisms. Experimental tests, ,, and atomistic simulations, ,, have shown that the fracture behavior of nanobeams is size dependent, and the superior fracture performance of nanobeams is obtained compare to macrobeams. Nowadays, nanobeams are widely utilized in nano-electromechanical system (NEMS). The size-dependent fracture behavior can explain the superior fracture performance of nanomaterial to some extent. The influence of nonlocal parameters on the size-dependent fracture behaviors including external work and energy release rate as well as the accuracy of asymptotic solutions for energy release rate is investigated numerically. In addition, the asymptotic solutions for energy release rate are deduced for small nonlocal length parameter. Accordingly, one can calculate the work done by external loads and energy release rate for both mode I and II crack problems. The bending deflections are deduced and expressed in explicit form for different boundary and loading conditions. SD-TPNIM with symmetrical or anti-symmetrical conditions is applied to formulate the size-dependent fracture behavior of simply-supported and clamped–clamped centrally-cracked nanobeams subjected to uniformly distributed load (UDL) or middle point force (MPF) along opposite (Mode I crack) or same (Mode II crack) directions. Compare with classic SD-TPNIM, two extra constitutive continuity conditions are introduced, and a few integral items are introduced to constitutive discontinuity conditions and constitutive boundary conditions at symmetrical point. A novel mathematical formulation is presented to deal with stress-driven two-phase local/nonlocal integral model (SD-TPNIM) with discontinuity and symmetrical conditions, which is transformed equivalently into the differential form together with four constitutive constraints. |
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