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Crave DSP Crave EQ 2 v2.2.13 均衡器插件

支持系统:Windows

音源厂商:https://cravedsp.com/crave-eq

独立安装程序 PC

文件大小:5MB


Crave EQ提供四种高保真滤波器型号:模拟、透明、数字(零延迟)和线性

模拟
这就像在DAW中启用无限的过采样,只是它更聪明、更高效。享受模拟巴特沃斯滤波器的美丽,没有预振铃和混叠等数字副作用。非常适合喜欢模拟相位滤波自然声音的耳朵。低延迟(任何采样率下48个采样)和超低CPU。

透明
将低端平滑模拟滤波和高端线性相位处理相结合的数字魔法。当更高的频率在轨道上保持同相时,提供更具凝聚力的混音体验。在跨曲目应用纠正性或创造性EQ时,非常适合保持混音的完整性。

数字
我们的零延迟数字滤波器模型忠实地保持其形状直到奈奎斯特。为了实现零延迟,由于该区域的相位变化较大,它在高频下引入了比其他型号更多的颜色。

线性
线性相位滤波以更大的延迟为代价,如果不在低端仔细应用,将产生预振铃伪影。将该模型应用于低Q值和中高频缓坡的无色校正EQ。

下图显示了5kHz峰值滤波器的Crave EQ(模拟、透明、数字和线性)中四种滤波器模型的相位响应。在这个例子中,透明相位模型被设置为5ms的延迟。它们都表现出相同的幅度响应,只是相位不同。

Crave EQ provides four high fidelity filter models: Analog, Transparent, Digital (zero latency) and Linear

Analog
It's like enabling infinite oversampling in your DAW only it's much cleverer and more efficient. Enjoy the beauty of analog Butterworth filters without digital side effects like pre-ringing and aliasing. Great for ears that love the natural sound of analog phase filtering. Low latency (48 samples at any sample rate) and ultra-low CPU.

Transparent
Digital wizardry that combines smooth analog filtering in the low end and linear phase processing in the high end. Provides a more cohesive mixing experience as higher frequencies remain in phase across tracks. Great for preserving the integrity of a mix when applying corrective or creative EQ across tracks.

Digital
Our zero-latency digital filter model faithfully maintain its shape up to Nyquist. To achieve zero latency, it introduces more color at high frequencies than the other models due to large phase changes in this region.

Linear
Linear phase filtering comes at the expense of greater latency and, if not carefully applied in the low end, will generate pre-ringing artifacts. Apply this model with low Q and gentle slopes in the mid and high frequencies for colorless, corrective EQ.

The diagram below shows the phase response of the four filter models in Crave EQ (Analog, Transparent, Digital and Linear) for a peaking filter at 5kHz. In this example, the transparent phase model is set to a latency of 5ms. They all exhibit the same magnitude response only differing in phase.


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